The document provides examples and explanations of different types of logical reasoning and empirical testing of theories. It includes questions about:
1. Describing a critical test to empirically distinguish between two competing theories about residential segregation.
2. Deciding whether an argument about political inactivity is valid.
3. Demonstrating the validity of a hypothetical syllogism using a truth table.
4. Evaluating the validity of syllogistic arguments using the star test and Venn diagrams.
5. Comparing the empirical content of pairs of statements.
The document provides worked examples and evaluation criteria for critically assessing different logical arguments and empirical tests of theories.
The document provides an introduction and overview of formal logic and syllogistic logic. It defines key terms and concepts used in formal logic like categories, individuals, well-formed formulas (WFFs), and the star test for determining validity of syllogisms. It also provides examples of translating statements into syllogistic form and using the star test to evaluate arguments.
This document provides information about the sitting arrangements of multiple groups of people seated in a circular manner. It includes the positions of individuals relative to others, as well as some of their characteristics. A series of 30 questions then follow, testing comprehension of the various sitting arrangements and requiring inferences to be made. The questions cover a wide range of details from the passages.
The document contains several logic and reasoning questions regarding seating arrangements and logical deductions based on given statements. For the first question, S is sitting to the right of P. The second question asks who is sitting immediately to the right of V, which is U. The third question involves deductions based on two given statements and determining which conclusions logically follow.
This document provides information and examples about solving sitting arrangement questions. It discusses different types of sitting arrangements including circular, rectangular, square, and rows/columns. It provides tips for drawing diagrams and using conjunctions to solve questions involving people sitting facing each other. Several examples of typical sitting arrangement questions and their solutions are presented.
The passage provides information about a puzzle involving 6 chemicals (L, M, N, O, P, Q) stored in bottles of different colors (green, red, blue, white, pink, violet) arranged left to right. It states that:
- Chemical M is in the white bottle
- Chemical L is left of the violet bottle and not in green
- Chemical O is between L and M, in the blue bottle
- The red bottle is leftmost, chemical Q is not at the ends
- The green bottle is rightmost
The questions ask about the arrangement and relationships between the chemicals and bottles.
This document discusses syllogisms in ordinary language. It begins by outlining objectives related to identifying ways arguments can deviate from standard form, reducing the number of terms in a syllogism, and translating categorical propositions. It then covers reducing terms to three, translating propositions into standard form, using parameters for uniform translation, identifying enthymemes and sorites, and disjunctive and hypothetical syllogisms. It concludes with discussing types of dilemmas and methods for responding to them.
This document provides an overview of categorical syllogisms including:
- The definition and standard form of categorical syllogisms.
- Explanations of mood, figure, valid and invalid forms.
- Rules for determining validity, including the distribution of terms and fallacies that can occur when rules are violated.
- Historical context on Aristotle's original formulation of rules for validity and a poem used by medieval students to memorize valid forms.
The document provides an introduction and overview of formal logic and syllogistic logic. It defines key terms and concepts used in formal logic like categories, individuals, well-formed formulas (WFFs), and the star test for determining validity of syllogisms. It also provides examples of translating statements into syllogistic form and using the star test to evaluate arguments.
This document provides information about the sitting arrangements of multiple groups of people seated in a circular manner. It includes the positions of individuals relative to others, as well as some of their characteristics. A series of 30 questions then follow, testing comprehension of the various sitting arrangements and requiring inferences to be made. The questions cover a wide range of details from the passages.
The document contains several logic and reasoning questions regarding seating arrangements and logical deductions based on given statements. For the first question, S is sitting to the right of P. The second question asks who is sitting immediately to the right of V, which is U. The third question involves deductions based on two given statements and determining which conclusions logically follow.
This document provides information and examples about solving sitting arrangement questions. It discusses different types of sitting arrangements including circular, rectangular, square, and rows/columns. It provides tips for drawing diagrams and using conjunctions to solve questions involving people sitting facing each other. Several examples of typical sitting arrangement questions and their solutions are presented.
The passage provides information about a puzzle involving 6 chemicals (L, M, N, O, P, Q) stored in bottles of different colors (green, red, blue, white, pink, violet) arranged left to right. It states that:
- Chemical M is in the white bottle
- Chemical L is left of the violet bottle and not in green
- Chemical O is between L and M, in the blue bottle
- The red bottle is leftmost, chemical Q is not at the ends
- The green bottle is rightmost
The questions ask about the arrangement and relationships between the chemicals and bottles.
This document discusses syllogisms in ordinary language. It begins by outlining objectives related to identifying ways arguments can deviate from standard form, reducing the number of terms in a syllogism, and translating categorical propositions. It then covers reducing terms to three, translating propositions into standard form, using parameters for uniform translation, identifying enthymemes and sorites, and disjunctive and hypothetical syllogisms. It concludes with discussing types of dilemmas and methods for responding to them.
This document provides an overview of categorical syllogisms including:
- The definition and standard form of categorical syllogisms.
- Explanations of mood, figure, valid and invalid forms.
- Rules for determining validity, including the distribution of terms and fallacies that can occur when rules are violated.
- Historical context on Aristotle's original formulation of rules for validity and a poem used by medieval students to memorize valid forms.
This document discusses categorical syllogisms and their standard form. It defines a categorical syllogism as a deductive argument composed of three categorical propositions, where one proposition serves as the conclusion and the other two as premises. A standard form categorical syllogism must meet specific criteria, such as having only three terms and the terms appearing in specific propositions. The document outlines two methods for determining if a syllogism is valid: the rule method which checks for logical fallacies, and using Venn diagrams to represent class relationships.
This document discusses the structure and elements of categorical propositions in Aristotelian logic. It explains that categorical propositions are constructed using a subject category and predicate category, and the copula indicates the relationship between the two categories. However, propositions can be ambiguous without specifying the quantity, or how much of the subject is included in the predicate. The document presents the four categorical forms - A, E, I, and O propositions - which specify universal or particular quantity and affirmative or negative quality to remove ambiguity. It provides examples and exercises to illustrate the application of these forms.
Eight people - A, B, C, D, E, F, G, H - are sitting around a circular table facing the center. The document provides information on their positions and relationships. It then provides a second seating arrangement and sets of questions to be answered based on the information given. The document continues presenting additional arrangements of people, their characteristics, and related questions. In total it includes over 30 sets of questions assessing one's ability to recall details from complex seating arrangements and relationships between groups of people.
Syllogism its types with examples shown by venn diagram and their fallacyEHSAN KHAN
A brief overview of all the concepts relating to Syllogism generally, e.g. Categorical Proposition,Standard Form Categorical Proposition, Subject, Predicate, Copula, Quantifiers, Quality of Categorical Propositions Existential Import of Categorical Propositions, Syllogism, Categorical Syllogism, Standard Form Categorical Syllogism
Terms, Modes and Figures of Categorical Syllogism
A, B, C, D, E
Subject: English, Maths, Science, Social Science, Hindi
Condition:
1. A teaches English
2. B teaches Maths
3. C teaches Science
4. D teaches Social Science
5. E teaches Hindi
1. Who teaches Social Science?
2. Which subject is taught by B?
3. What is the subject taught by the third assistant?
4. Which assistant teaches Hindi?
5. What is the subject taught by D?
6. Who is the third assistant?
7. Which subject is taught by the first assistant?
8. What is the
This document discusses the categorical syllogism, which is a deductive argument composed of three categorical propositions using only three distinct terms. It provides examples and outlines 8 rules for making valid categorical syllogisms, including that they must have only 3 terms, each term must occur in two propositions, and the conclusion's terms must be distributed as in the premises. It also describes the 4 figures of categorical syllogisms based on the arrangement of terms, and the valid moods for each figure defined by the propositions' quantity and quality.
The document discusses the categorical syllogism, including its components, rules for validity, and valid forms. It defines a categorical syllogism as a deductive argument composed of three categorical propositions using only three terms. It then outlines 10 rules for a valid categorical syllogism, such as each term must occur in two propositions and the conclusion cannot contain a term with greater quantity or quality than the premises. Finally, it presents the four figures of categorical syllogisms and lists the 16 valid moods, or arrangements of propositions, within those figures.
This document provides an overview of categorical syllogisms including their standard form, terms, mood and figure identification, validity testing using Venn diagrams, syllogistic rules and fallacies, and the 15 valid syllogistic forms. Key concepts covered are the three terms of the syllogism, using Venn diagrams to represent syllogisms and check their validity, and identifying the mood and figure of syllogisms. Examples are provided to demonstrate these syllogistic concepts.
Here is a valid syllogism with mood OAO in figure 3:
O - Some viruses are not things capable of replicating by themselves
A - All viruses are structures that invade cells
O - Some structures that invade cells are not things capable of replicating by
themselves
The document discusses syllogisms, which are logical arguments with two premises and a conclusion. It defines the key components of a syllogism, including terms, validity, categorical propositions, and the four figures or patterns that a syllogism can take. Rules for syllogisms are also outlined, such as that the middle term must be distributed at least once and premises and conclusions must align in terms of positive and negative forms.
The document discusses the differences between deductive and inductive reasoning. Deductive reasoning involves drawing a specific conclusion from general statements using the form of "if p then q". Inductive reasoning involves drawing a general conclusion based on patterns or trends in specific observations, where the conclusions are not certain. Examples of each type of reasoning are provided using Venn diagrams and number/date sequences.
The document outlines five rules for determining the validity of syllogisms:
1) The middle term must be distributed at least once. If not, it commits the fallacy of the undistributed middle.
2) Terms distributed in the conclusion must also be distributed in the premises, otherwise it commits the fallacy of illicit major/minor.
3) Syllogisms cannot have two negative premises or it commits the fallacy of exclusive premises.
4) A negative premise requires a negative conclusion and vice versa, otherwise it commits the fallacy of drawing an affirmative/negative conclusion from negative/affirmative premises.
5) If both premises are universal, the conclusion cannot be particular or it
The document discusses categorical syllogisms, including:
1. An example of a categorical syllogism in standard form and the four conditions it must meet.
2. The mood and figure of categorical syllogisms determine their validity.
3. Validity can be tested using Venn diagrams or by applying Boolean rules such as requiring the middle term be distributed at least once.
HKBU, 2019. Introduction to epistemology and logic. Truth vs Reality. Statements Vs Knowledge. A priori. A posterior. Laws of Logic. Categorical argument, Disjunctive argument, Hypothetical argument
Eight candidates A, B, C, D, E, F, G and H sit around a circular table for lunch after an exam. They belong to different cities in Uttar Pradesh and order different meals - Chola-Puri, Dosa or Idle. Based on the seating position and food orders of the candidates, their cities of origin are deduced. E sits third to the right of D who both order Chola-Puri. A sits immediately to the right of E and orders Dosa. He is from Saharanpur. F orders Idle and is from Hardoi. G orders the same food as H and sits third to the left of F. B sits opposite the person from Noid
This document provides a quick outline of logic, including the main types of reasoning and argument forms. It discusses inductive reasoning, which involves inferences from specific observations to broader generalizations, and deductive reasoning, which involves inferences from general statements to specific conclusions. The main types of deductive arguments covered are categorical, hypothetical, and disjunctive. Categorical syllogisms follow specific rules regarding terms and premises. Hypothetical arguments involve an if-then statement evaluated based on affirming or denying parts of the statement. Disjunctive arguments involve a statement with two alternatives, where denying one alternative leads to affirming the other.
This document outlines the key principles and techniques of the Grammar-Translation Method for teaching foreign languages. Some of the main characteristics include:
- Classes are taught entirely in the student's native language. Grammar rules are explicitly taught and students practice translating texts between the target language and their native language.
- Vocabulary is introduced through definitions and examples. Reading comprehension focuses on translating literary passages. Little attention is paid to practicing oral communication skills.
- In contrast, the Direct Method emphasizes oral communication from the beginning. Grammar is induced rather than explicitly taught. Vocabulary is taught through visuals and examples, and pronunciation and question/answer patterns are central to building oral skills.
- The Silent Way uses visual
This document contains summaries of 5 different SAT practice questions from March 10-14, 2014. Each summary is 3 sentences or less:
The first question on March 10 asks which word best fits in a sentence about a dictatorship and its citizens. The second question on March 11 identifies an error in a sentence about Thurgood Marshall. The third question on March 12 asks which word best fits in a sentence about an actor's performance. The fourth question on March 13 identifies the best phrasing of an underlined part of a sentence about Jean Piaget. The fifth question on March 14 asks which words best fit in a sentence comparing types of thunderstorms.
The document discusses categorical propositions and their role in deductive arguments. It explains that categorical propositions state the relationship between one category or class and another category or class. There are four main types of categorical propositions: universal affirmative, universal negative, particular affirmative, and particular negative. The propositions differ based on their quantity (universal or particular) and quality (affirmative or negative).
The document provides an introduction to formal logic. It discusses how to formulate valid arguments through propositional logic and syllogistic logic. Propositional logic uses truth tables to evaluate combinations of propositions and operators like negation and conjunction. Syllogistic logic examines implications of general statements using domains and categories. The key rules of inference for valid arguments are hypothetical syllogism, modus ponens, and modus tollens.
QUESTION 11. In argument analysis, the remarks and comments that.docxmakdul
This document contains 40 multiple choice questions about argument analysis concepts such as premises, conclusions, linked vs. convergent arguments, fallacies, definitions, and evaluating arguments. The questions cover topics like identifying components of arguments, spotting errors in diagrams, logical validity, relevance, ambiguity, and different types of premises.
I) (This Section pertains to chapter 4-- These are NOT categorical.docxelishaoatway
I) (This Section pertains to chapter 4-- These are NOT categorical syllogisms.) Put the argument into standard form and then identify the INFORMAL fallacies that are committed (if any). Make sure to both defineand explain how the INFORMAL fallacies are committed. (9)
Example: In his History of the America Civil War, Jeffry Noland argues that the war had little to do with slavery. However, as a historian from Alabama, Noland could not possibly present an accurate account. Therefore, his arguments should be discounted.
Answer:
P: In his History of the America Civil War, Jeffry Noland argues that the war had little to do with slavery.
P: As a historian from Alabama, Noland could not possibly present an accurate account.
C: His arguments should be discounted.
Fallacy: Ad Hominem – an attack against a, generally irrelevant, characteristic of the person.
Explanation: Whether Noland is from the South or not should not automatically undermine his expertise in the area in which he’s studied.
A crust of bread is better than nothing. Nothing is better is than true love. So a crust of bread is better than true love.
We’ve all heard that millions of Americans are without adequate health care. But America’s doctors, nurses, and hospitals are among the best in the world. Thousands of people come from abroad every year to be treated here. Clearly there is nothing wrong with our health care system.
On Friday, I took Jeff out to dinner. He told me that if I wasn’t interested in a serious relationship, I should forget about dating him. On Saturday I took Dave to a film. When we discussed it afterward over a drink, he could understand why I wasn’t interested in babies. Men are all alike. All they want is a secure marriage.
II) Use the traditional square of opposition along with conversion, obversion, and contraposition to determine the truth value of the second sentence is each pair. (6)
Example: All people who disagree with religion are saints. (T)
Some sinners agree with religion.
Answer: The terms don’t match up in two ways: they aren’t in the right spots (the subject and predicate terms are different in each sentence) and they are complements (i.e. sinners are non-saints.) So I need to get the right terms in the right spots and I can do that using contraposition on the first sentence. That gives me “All sinners are people who agree with religion.”
So now my two sentences are
All sinners are people who agree with religion. (T)
Some sinners agree with religion.
The top sentence is an A proposition and the bottom sentence is an I proposition. I know from the relationship of subalternation that if an A position is true and I proposition must also be true.
Final Answer: The second sentence must be true.
Some integers which are even numbers are not prime. (T)
All non-prime numbers are odd integers.
All inflammable substances are high in carbon isotopes. (T)
No incombustible substan ...
This document discusses categorical syllogisms and their standard form. It defines a categorical syllogism as a deductive argument composed of three categorical propositions, where one proposition serves as the conclusion and the other two as premises. A standard form categorical syllogism must meet specific criteria, such as having only three terms and the terms appearing in specific propositions. The document outlines two methods for determining if a syllogism is valid: the rule method which checks for logical fallacies, and using Venn diagrams to represent class relationships.
This document discusses the structure and elements of categorical propositions in Aristotelian logic. It explains that categorical propositions are constructed using a subject category and predicate category, and the copula indicates the relationship between the two categories. However, propositions can be ambiguous without specifying the quantity, or how much of the subject is included in the predicate. The document presents the four categorical forms - A, E, I, and O propositions - which specify universal or particular quantity and affirmative or negative quality to remove ambiguity. It provides examples and exercises to illustrate the application of these forms.
Eight people - A, B, C, D, E, F, G, H - are sitting around a circular table facing the center. The document provides information on their positions and relationships. It then provides a second seating arrangement and sets of questions to be answered based on the information given. The document continues presenting additional arrangements of people, their characteristics, and related questions. In total it includes over 30 sets of questions assessing one's ability to recall details from complex seating arrangements and relationships between groups of people.
Syllogism its types with examples shown by venn diagram and their fallacyEHSAN KHAN
A brief overview of all the concepts relating to Syllogism generally, e.g. Categorical Proposition,Standard Form Categorical Proposition, Subject, Predicate, Copula, Quantifiers, Quality of Categorical Propositions Existential Import of Categorical Propositions, Syllogism, Categorical Syllogism, Standard Form Categorical Syllogism
Terms, Modes and Figures of Categorical Syllogism
A, B, C, D, E
Subject: English, Maths, Science, Social Science, Hindi
Condition:
1. A teaches English
2. B teaches Maths
3. C teaches Science
4. D teaches Social Science
5. E teaches Hindi
1. Who teaches Social Science?
2. Which subject is taught by B?
3. What is the subject taught by the third assistant?
4. Which assistant teaches Hindi?
5. What is the subject taught by D?
6. Who is the third assistant?
7. Which subject is taught by the first assistant?
8. What is the
This document discusses the categorical syllogism, which is a deductive argument composed of three categorical propositions using only three distinct terms. It provides examples and outlines 8 rules for making valid categorical syllogisms, including that they must have only 3 terms, each term must occur in two propositions, and the conclusion's terms must be distributed as in the premises. It also describes the 4 figures of categorical syllogisms based on the arrangement of terms, and the valid moods for each figure defined by the propositions' quantity and quality.
The document discusses the categorical syllogism, including its components, rules for validity, and valid forms. It defines a categorical syllogism as a deductive argument composed of three categorical propositions using only three terms. It then outlines 10 rules for a valid categorical syllogism, such as each term must occur in two propositions and the conclusion cannot contain a term with greater quantity or quality than the premises. Finally, it presents the four figures of categorical syllogisms and lists the 16 valid moods, or arrangements of propositions, within those figures.
This document provides an overview of categorical syllogisms including their standard form, terms, mood and figure identification, validity testing using Venn diagrams, syllogistic rules and fallacies, and the 15 valid syllogistic forms. Key concepts covered are the three terms of the syllogism, using Venn diagrams to represent syllogisms and check their validity, and identifying the mood and figure of syllogisms. Examples are provided to demonstrate these syllogistic concepts.
Here is a valid syllogism with mood OAO in figure 3:
O - Some viruses are not things capable of replicating by themselves
A - All viruses are structures that invade cells
O - Some structures that invade cells are not things capable of replicating by
themselves
The document discusses syllogisms, which are logical arguments with two premises and a conclusion. It defines the key components of a syllogism, including terms, validity, categorical propositions, and the four figures or patterns that a syllogism can take. Rules for syllogisms are also outlined, such as that the middle term must be distributed at least once and premises and conclusions must align in terms of positive and negative forms.
The document discusses the differences between deductive and inductive reasoning. Deductive reasoning involves drawing a specific conclusion from general statements using the form of "if p then q". Inductive reasoning involves drawing a general conclusion based on patterns or trends in specific observations, where the conclusions are not certain. Examples of each type of reasoning are provided using Venn diagrams and number/date sequences.
The document outlines five rules for determining the validity of syllogisms:
1) The middle term must be distributed at least once. If not, it commits the fallacy of the undistributed middle.
2) Terms distributed in the conclusion must also be distributed in the premises, otherwise it commits the fallacy of illicit major/minor.
3) Syllogisms cannot have two negative premises or it commits the fallacy of exclusive premises.
4) A negative premise requires a negative conclusion and vice versa, otherwise it commits the fallacy of drawing an affirmative/negative conclusion from negative/affirmative premises.
5) If both premises are universal, the conclusion cannot be particular or it
The document discusses categorical syllogisms, including:
1. An example of a categorical syllogism in standard form and the four conditions it must meet.
2. The mood and figure of categorical syllogisms determine their validity.
3. Validity can be tested using Venn diagrams or by applying Boolean rules such as requiring the middle term be distributed at least once.
HKBU, 2019. Introduction to epistemology and logic. Truth vs Reality. Statements Vs Knowledge. A priori. A posterior. Laws of Logic. Categorical argument, Disjunctive argument, Hypothetical argument
Eight candidates A, B, C, D, E, F, G and H sit around a circular table for lunch after an exam. They belong to different cities in Uttar Pradesh and order different meals - Chola-Puri, Dosa or Idle. Based on the seating position and food orders of the candidates, their cities of origin are deduced. E sits third to the right of D who both order Chola-Puri. A sits immediately to the right of E and orders Dosa. He is from Saharanpur. F orders Idle and is from Hardoi. G orders the same food as H and sits third to the left of F. B sits opposite the person from Noid
This document provides a quick outline of logic, including the main types of reasoning and argument forms. It discusses inductive reasoning, which involves inferences from specific observations to broader generalizations, and deductive reasoning, which involves inferences from general statements to specific conclusions. The main types of deductive arguments covered are categorical, hypothetical, and disjunctive. Categorical syllogisms follow specific rules regarding terms and premises. Hypothetical arguments involve an if-then statement evaluated based on affirming or denying parts of the statement. Disjunctive arguments involve a statement with two alternatives, where denying one alternative leads to affirming the other.
This document outlines the key principles and techniques of the Grammar-Translation Method for teaching foreign languages. Some of the main characteristics include:
- Classes are taught entirely in the student's native language. Grammar rules are explicitly taught and students practice translating texts between the target language and their native language.
- Vocabulary is introduced through definitions and examples. Reading comprehension focuses on translating literary passages. Little attention is paid to practicing oral communication skills.
- In contrast, the Direct Method emphasizes oral communication from the beginning. Grammar is induced rather than explicitly taught. Vocabulary is taught through visuals and examples, and pronunciation and question/answer patterns are central to building oral skills.
- The Silent Way uses visual
This document contains summaries of 5 different SAT practice questions from March 10-14, 2014. Each summary is 3 sentences or less:
The first question on March 10 asks which word best fits in a sentence about a dictatorship and its citizens. The second question on March 11 identifies an error in a sentence about Thurgood Marshall. The third question on March 12 asks which word best fits in a sentence about an actor's performance. The fourth question on March 13 identifies the best phrasing of an underlined part of a sentence about Jean Piaget. The fifth question on March 14 asks which words best fit in a sentence comparing types of thunderstorms.
The document discusses categorical propositions and their role in deductive arguments. It explains that categorical propositions state the relationship between one category or class and another category or class. There are four main types of categorical propositions: universal affirmative, universal negative, particular affirmative, and particular negative. The propositions differ based on their quantity (universal or particular) and quality (affirmative or negative).
The document provides an introduction to formal logic. It discusses how to formulate valid arguments through propositional logic and syllogistic logic. Propositional logic uses truth tables to evaluate combinations of propositions and operators like negation and conjunction. Syllogistic logic examines implications of general statements using domains and categories. The key rules of inference for valid arguments are hypothetical syllogism, modus ponens, and modus tollens.
QUESTION 11. In argument analysis, the remarks and comments that.docxmakdul
This document contains 40 multiple choice questions about argument analysis concepts such as premises, conclusions, linked vs. convergent arguments, fallacies, definitions, and evaluating arguments. The questions cover topics like identifying components of arguments, spotting errors in diagrams, logical validity, relevance, ambiguity, and different types of premises.
I) (This Section pertains to chapter 4-- These are NOT categorical.docxelishaoatway
I) (This Section pertains to chapter 4-- These are NOT categorical syllogisms.) Put the argument into standard form and then identify the INFORMAL fallacies that are committed (if any). Make sure to both defineand explain how the INFORMAL fallacies are committed. (9)
Example: In his History of the America Civil War, Jeffry Noland argues that the war had little to do with slavery. However, as a historian from Alabama, Noland could not possibly present an accurate account. Therefore, his arguments should be discounted.
Answer:
P: In his History of the America Civil War, Jeffry Noland argues that the war had little to do with slavery.
P: As a historian from Alabama, Noland could not possibly present an accurate account.
C: His arguments should be discounted.
Fallacy: Ad Hominem – an attack against a, generally irrelevant, characteristic of the person.
Explanation: Whether Noland is from the South or not should not automatically undermine his expertise in the area in which he’s studied.
A crust of bread is better than nothing. Nothing is better is than true love. So a crust of bread is better than true love.
We’ve all heard that millions of Americans are without adequate health care. But America’s doctors, nurses, and hospitals are among the best in the world. Thousands of people come from abroad every year to be treated here. Clearly there is nothing wrong with our health care system.
On Friday, I took Jeff out to dinner. He told me that if I wasn’t interested in a serious relationship, I should forget about dating him. On Saturday I took Dave to a film. When we discussed it afterward over a drink, he could understand why I wasn’t interested in babies. Men are all alike. All they want is a secure marriage.
II) Use the traditional square of opposition along with conversion, obversion, and contraposition to determine the truth value of the second sentence is each pair. (6)
Example: All people who disagree with religion are saints. (T)
Some sinners agree with religion.
Answer: The terms don’t match up in two ways: they aren’t in the right spots (the subject and predicate terms are different in each sentence) and they are complements (i.e. sinners are non-saints.) So I need to get the right terms in the right spots and I can do that using contraposition on the first sentence. That gives me “All sinners are people who agree with religion.”
So now my two sentences are
All sinners are people who agree with religion. (T)
Some sinners agree with religion.
The top sentence is an A proposition and the bottom sentence is an I proposition. I know from the relationship of subalternation that if an A position is true and I proposition must also be true.
Final Answer: The second sentence must be true.
Some integers which are even numbers are not prime. (T)
All non-prime numbers are odd integers.
All inflammable substances are high in carbon isotopes. (T)
No incombustible substan ...
This document discusses how to evaluate and criticize theories or explanations. It begins by asking questions about how to criticize theories, what defines a good explanation, and how to determine if an explanation is good. It then provides four conditions that a good explanation should meet according to Hempel and Oppenheim: 1) the explanation must logically follow from the explanatory statements, 2) the explanation must include at least one general law and one singular statement, 3) the explanatory statements must have empirical content, and 4) all explanatory statements must be true. The document questions how these conditions relate to Popper's ideas about verifiability and falsifiability. It ends by discussing how to formulate informative theories and what to do with incorrect explanations
- The document summarizes key concepts in propositional logic, including simple and compound propositions, logical operators like negation, conjunction, disjunction, implication, equivalence, and truth tables.
- It introduces important logical equivalences like De Morgan's laws, distribution, absorption, double negation, and equivalences involving implications. These equivalences allow proving that two propositions are logically equivalent without constructing a full truth table.
Discrete structures are the study of discrete, mathematical objects and structures that are composed of distinct, separable parts. The course provides a theoretical foundation of discrete structures as they apply to computer science. It aims to help students develop mathematical maturity and problem solving skills needed for advanced courses. Key topics covered include propositional logic, truth tables, and logical connectives like negation, conjunction, disjunction, implication, equivalence and their roles in representing relationships between propositions.
This lecture will summarize the key concepts covered in the course and demonstrate how different sociological theories and methods can be applied to develop explanations of social phenomena. It will also discuss the exam format. Previous lectures covered observing and describing social phenomena, generating theories to explain phenomena, deriving testable hypotheses from theories, and applying theories to shape policies. The course aims to teach students how to develop and apply good theoretical explanations using methods like simplicity, fertility, and surprise. It also discusses evaluating competing explanations by deriving contradictory predictions from each.
The document discusses logical reasoning and provides examples. It begins with a scenario about a couple getting divorced and having to decide who will be the main guardian of their child. The jury asks the man and woman to each explain why they should be the guardian. The woman cites going through pregnancy and childbirth, while the man gives an analogy about a drink from a vending machine. The document then discusses deductive vs inductive reasoning and provides examples of each. It also discusses valid vs invalid logical arguments and the use of syllogisms in deductive reasoning.
The document discusses logical reasoning and provides examples. It begins with a scenario about a couple getting divorced and having to decide who will be the main guardian of their child. The jury asks the man and woman to each provide a reason why they should be the guardian. The woman's reason focuses on carrying the child for 9 months, while the man provides a counterargument using an analogy about a drink from a vending machine. The document then discusses inductive versus deductive reasoning and provides examples of each. It also discusses valid and invalid logical arguments using premises and conclusions.
The document discusses logic and propositions. It begins by defining a proposition as a statement that is either true or false. It then provides examples of propositions and non-propositions. The document also discusses arguments and their validity. An argument is valid if the premises guarantee the conclusion. It discusses logical operators like conjunction, disjunction, negation and implication. Truth tables are used to determine the truth values of compound propositions formed using logical operators. Laws of algebra are also discussed for propositional logic.
This book is written by LOIBANGUTI, BM, it is just an online copy provided for free. No part of this book mya be republished. but can be used and stored as a softcopy book, can be shared accordingly.
This document discusses mathematical foundations of computer science. It covers topics such as statements (propositions), logic operators (NOT, AND, OR), compound statements, logical equivalence, conditional statements, and arguments. Specifically, it defines statements as sentences that are either true or false. It introduces logic operators and how they can be used to construct new statements from old ones. It also discusses logical forms such as truth tables and De Morgan's laws. Finally, it discusses conditional statements, logical equivalence, and valid arguments.
1) The document discusses explanations and predictions of social phenomena using models. It provides an overview of the Lave and March model of scientific discovery and the Hempel and Oppenheim model of explanation.
2) An example experiment is described where participants allocate points to a personal or common fund, demonstrating incentives in public good games. Predictions are made using a law-like statement and antecedent condition.
3) A class activity involves adequately explaining the 1989 East German revolution using the Hempel and Oppenheim model, citing relevant literature on the roles of groups, networks, and coordination. Key factors inducing participation are identified.
ECO 375–Homework 2University of TorontoDue 17 Novembe.docxmadlynplamondon
ECO 375–Homework 2
University of Toronto
Due: 17 November, 2019
Late assignments will not be accepted
For full credit, please show your work
1 Theoretical Problems
1. True or false: First indicate whether the following statements are true or false and then justify
your answer.
(a) In the simple linear regression model if the R2 is equal to one, then the linear relationship
between the variables is exact and residuals are all zero.
(b) In the simple linear regression model, if Var(Y ) = Var(X) then the estimated slope in a
regression model of Y on X is approximately equal to the estimated slope in a regression
model of X on Y .
(c) The fact that R2 is equal to zero indicates that variables are unrelated.
(d) A crucial assumption of the linear model is that the sum of the residuals is zero.
(e) The fact that residuals in the linear model estimated by least-squares have zero mean is
a consequence of assuming that the expected value of the error term is zero.
(f) The assumption that the error term is normally distributed is necessary to demonstrate
that the least-squares estimator is unbiased.
2. Take Y = log (W ). Assume the log-linear model Y = β0 + β1X + U , with E (U) = 0. Prove
the following:
(a) Show that if E (U |X) = 0, then Cov (X,U) = 0.
(b) Assume Cov (X,U) = 0. Show that β1 = Cov (X,Y ) /V ar (X).
(c) Suppose β̂1 is the OLS estimator of β1. Show that β̂1
p→ β1 + Cov(X,U)V ar(X) .
(d) Assume Cov (X,U) = 0. What is the estimated approximate percentage change in W
for a change in X, say from X = x0 to X = x1? And what is the estimated exact
percentage change in W?
(e) Assume Cov (X,U) = 0. Show that exβ̂ − 1 is a biased estimator for exβ − 1. Show that
exβ̂ − 1 is a consistent estimator for exβ − 1.
1
2 Computer Based Problems
1. Determinants of Income. Use the dataset “ANES2016.dta” for this question. The
data are drawn from the American National Election Survey of 2016 (available at
https://electionstudies.org/data-center/2016-time-series-study/).
The dataset includes log of income (loginc), gender indicator (female), indicators for black
and hispanic (black, hispanic), age, five education dummy variables, numbered educ0 through
educ4 (from “high school dropout” to “graduate or professional school”), among others. (Note
the data labels on the variables.)
(a) Take educ0, “high school dropout,” to be the base level of education and estimate the
following model using OLS:
loginci = β0 + β1femalei + β2blacki + β3agei + β4age
2
i + β5educ1i+
β6educ2i + β7educ3i + β8educ4i + εi
Assume all assumptions of the classical linear regression model hold. How should the
coefficient on educ1 be interpreted? What about educ4?
(b) Run the regression again, but now take educ1, not educ0, to be the base case. First,
write down this regression equation, estimate the model parameters, and interpret the
estimated coefficient on educ4. Is it possible to obtain the same result using the regression
estimated in item (a)? If it is not ...
QCA’s home base is comparative sociology/comparative politics, where there is
a strong tradition of case-oriented work alongside an extensive and growing body
of quantitative cross-national research.
QCA is a method that bridges qualitative and quantitative analysis
The document provides an overview of quantitative data analysis and statistics. It discusses different types of data, ways to visualize data through various plots and charts, key statistical concepts like the mean, median, mode, variance and standard deviation. It also covers important contributors to the field like John Tukey who introduced the box plot, and Karl Pearson who coined the term "standard deviation". Sample questions are included about calculating statistics from data sets.
The document discusses the chi-square test of independence, which determines if there is a relationship between two categorical variables. It explains that the chi-square test compares observed and expected category frequencies to assess if the null hypothesis of independence is true. An example calculates the chi-square test to see if gender and education level are related using a sample of 45 people's education data. The chi-square test value is greater than the critical value, so the null hypothesis of no relationship is rejected.
This document defines and explains logical concepts such as simple and compound statements, truth tables, logical operators like negation and conjunction, and argument validity. It discusses translating statements into symbolic logic using variables, determining statement truth values from truth tables, and classifying statements as tautologies, contradictions, or contingencies. Common valid argument forms like modus ponens and modus tollens are also defined.
CONDITIONAL STATEMENTS AND ITS LOGICAL EQUIVALENCE.pptxJasminAndAngie
The document discusses logical equivalence of conditional statements. It illustrates the equivalences of a conditional statement with its contrapositive and a statement with its converse and inverse. The objectives are to write statements in conditional, converse, inverse, and contrapositive forms; determine if statements are true or false; and determine logically equivalent statements. Examples are provided to evaluate statements and their four forms as true or false.
7. TaMoS slides explanations and causes OLD.pdfYunChen83
- The document discusses explanation as one aim of science according to the deductive-nomological (DN) account of explanation.
- Under the DN account, understanding a phenomenon is achieved by deducing it from laws of nature and specifying the particular circumstances.
- However, the DN account is not sufficient for explanation as there can be intuitive explanations that do not satisfy the DN conditions, such as singular causal explanations.
This document provides an overview of using theories to develop policy advice. It discusses:
1. The key criteria for a good theoretical basis for policy advice is having a valid explanation for how the expected effects of a proposed policy logically follow from an explicitly formulated theory.
2. The steps to take from theory to advice are: 1) identify related phenomena to explain, 2) develop a valid explanation for these phenomena using a theory, 3) derive predictions from the theory for how a proposed policy will achieve its intended effects.
3. A problem with applying theories to real-life problems is overlooking implicit "ceteris paribus" assumptions in the reasoning. To address this, theories should specify under what conditions premises
The document discusses using theories to inform policy advice. It provides the example of school segregation in the US in the 1960s. James Coleman's research found that racial mixing in schools increased educational achievement for black students. The problem was that schools were highly segregated. The advice given was to implement busing policies to desegregate schools and increase racial mixing, based on the theory that interethnic contact improves outcomes for minority students. The document outlines the steps of developing policy advice from theory, including having an evidence-based theory that adequately explains the problem being addressed.
The document discusses a theory to explain the relationship between Italy's non-transparent recruitment system and brain drain. The theory proposes that:
1) A non-transparent recruitment system leads educated citizens to perceive lower chances of employment in Italy.
2) This perception of lower chances then makes them more likely to search for jobs outside of Italy.
3) Therefore, a non-transparent recruitment system indirectly increases the likelihood that educated citizens will seek jobs abroad, contributing to the phenomenon of "brain drain" from Italy.
Individual behavior can explain collective social phenomena through an individualistic approach. This involves making assumptions about individual decision-making and behavior, and then showing how the aggregation of individual actions at a macro level can result in observed social outcomes. An individualistic explanation of a social phenomenon consists of linking micro-level individual choices and actions to the macro-level phenomenon through bridge and transformation assumptions. While making incorrect predictions signals the need to reexamine assumptions, individualistic explanations provide an alternative to purely structural explanations that view social phenomena as independent of individual behavior.
The document describes rational choice theory and how it can be used to explain individual decision-making and social outcomes. It outlines the central assumptions of rational choice theory, which are that decision-makers have logically consistent goals and choose the best available option given those goals. Experimental methods and laboratory experiments are also discussed as ways to test rational choice theory by studying individual behavior in controlled settings with financial incentives.
The document discusses explanations and predictions. It provides an example of explaining the 1989 revolution in East Germany. To explain why many people participated in protests, a possible explanation is that many were dissatisfied with living conditions and decided to protest. However, this explanation has problems, as it's unclear what specifically caused people to protest. The document discusses testing explanations and formulating theories about general social phenomena to provide more rigorous explanations.
1. The document discusses Thomas Schelling's model of how people choose seats at a conference based on their behavior and choices in relation to others.
2. It introduces Schelling's observation of empty front rows and full back rows at a conference, and his use of Lave and March's 4 step model to speculate about the processes that could produce this pattern.
3. Key points discussed include linking micro-level individual behavior to macro-level aggregate outcomes, and how people's choices depend on and respond to the choices of others around them in complex ways that are not simple extrapolations.
The document discusses the difficulty of explaining social problems and phenomena. It argues that social problems are neither simple nor unscientific as commonly believed. While common sense helps navigate social rules and environments, it can also undermine our ability to understand them scientifically. The document provides examples showing how social phenomena like behavior in the army or decisions in economic games are not as straightforward or obvious as they seem, and large-scale studies are needed to truly understand them.
The document summarizes the results of 11 practical experiments conducted as part of a Social Networks course. It provides the key metrics and outcomes for each practical, including average points earned, payoffs, and rankings. The document concludes by showing the final accumulated average payoffs and rankings for each participant.
Network games model strategic interactions between players on a network. In these games, players care about the actions of their neighbors and payoffs depend on both a player's own action and those of their neighbors. Three key aspects of network games are: games with strategic complements where players' payoffs increase as more neighbors take an action; games with heterogeneous players who have different preferences over actions; and games with endogenous link formation where players strategically form connections. An experiment on network games found that when player preferences conflict, networks tend to segregate based on preferences and players aim to coordinate within their segregated subgroups rather than achieve the socially optimal outcome.
The document discusses how network structure impacts behavior, specifically in the context of contagion. It provides an example of a girls' dormitory social network and how a disease might spread through it. Real-life social networks often have properties like heavy-tailed degree distributions, small diameters, and high clustering that influence contagion. These network structures determine the extent to which infections, ideas, or behaviors can diffuse.
The document discusses strategic network formation and pairwise stability in networks. It provides some basic intuition about modeling network formation as individuals making choices to form links based on costs and benefits. Links may be undirected or directed. Networks can be modeled as a game where each node announces links and a link only forms if both nodes name each other. A network is pairwise stable if no node benefits from removing a link and no two nodes both benefit from adding a new link. An example of collaboration networks with negative externalities is provided, where the network evolves from an empty network to a fully connected network due to individual link formation incentives.
This document discusses key concepts in social network analysis including structuralism, social capital theory, homophily, reciprocity, and centrality. It addresses how (1) social networks can be viewed as social capital that individuals use to achieve goals; (2) both network structure and individual characteristics influence each other; and (3) real-world networks tend to exhibit properties like homophily where similar individuals connect, reciprocity in relationships, and certain influential centralized individuals.
This document provides an overview of social networks and their structure. It discusses how social networks form and influence individual behavior. Key concepts introduced include:
- Nodes represent individuals and links represent relationships between nodes in a social network.
- Basic network properties like degree, neighborhood, paths, and components help describe network structure.
- Real-world networks tend to have short path lengths and exhibit clustering, degree distributions, and transitivity.
- Understanding network structure can provide insights into how behaviors and outcomes spread through social ties.
This document provides an overview of key concepts in game theory, including:
1. It defines dominance, best response, Nash equilibrium, and Pareto dominance.
2. It gives an example game to illustrate dominance and best responses, showing that strategy C dominates R for player 2.
3. Nash equilibrium is defined as a strategy profile where each player's choice is a best response to the other players' choices. The battle of the sexes game is used to show multiple Nash equilibria can exist.
This document discusses strategic interaction and game theory concepts through the example of a grading game. It introduces the grading game payoff matrix and explores it from self-regarding and other-regarding preference perspectives. It discusses four rules of strategic thinking: 1) Do not play strictly dominated strategies 2) Rational choices can lead to inefficient outcomes 3) Payoffs matter 4) Put yourself in others' shoes to think strategically. It provides examples applying these rules by changing the payoffs and preferences of players to illustrate how outcomes can change depending on the strategic situation.
Experiments on social preferences show that individuals exhibit other-regarding behavior and do not always act rationally in a selfish manner. In dictator, ultimatum, gift exchange, trust, and public goods games:
(1) People share resources and reject unfair offers, even when selfish behavior would maximize their outcomes;
(2) Reciprocation and trust exist, as seen by positive responses to generous acts and trust in others; and
(3) Conditional cooperation leads to initial cooperation that declines over time without enforcement, even between partners. The ability to punish free-riders can stabilize cooperation.
Individual behavior can be described using rational choice theory, which assumes that decision-makers choose options that best satisfy their preferences given constraints and beliefs. However, some empirical findings show ways in which social preferences modify this model of purely rational action. The document discusses experiments conducted in social sciences to understand individual decision-making and how aggregate social outcomes emerge from individual interactions. Specifically, it summarizes experiments that show how arbitrary values like random numbers can influence preferences and valuations, even for goods people have no experience with. The findings suggest preferences are initially sensitive to anchors but become more coherent with experience.
This document discusses Thomas Schelling's work on residential segregation and emergence in social systems. It explains that Schelling used computational models to show that high levels of residential segregation can emerge even if individual preferences only favor a small majority of neighbors from one's own group. This challenges explanations that assume segregation directly reflects strong individual preferences. The document also discusses how social phenomena can emerge from the interplay of individual actions, in ways not directly intended or predicted by individuals.
The document discusses several key challenges in addressing social problems from a scientific perspective. It describes how common sense can both help us understand social phenomena but also undermine our ability to do so. Specifically, it notes that while common sense provides practical knowledge for navigating daily life, it is focused on individual situations rather than analyzing issues at a broader level or understanding why things are the way they are. The document also examines how rules and norms that initially seem confusing become familiar over time through exposure and how experimental research has shown variations in concepts of fairness across different cultures.
How to Add Chatter in the odoo 17 ERP ModuleCeline George
In Odoo, the chatter is like a chat tool that helps you work together on records. You can leave notes and track things, making it easier to talk with your team and partners. Inside chatter, all communication history, activity, and changes will be displayed.
How to Fix the Import Error in the Odoo 17Celine George
An import error occurs when a program fails to import a module or library, disrupting its execution. In languages like Python, this issue arises when the specified module cannot be found or accessed, hindering the program's functionality. Resolving import errors is crucial for maintaining smooth software operation and uninterrupted development processes.
Leveraging Generative AI to Drive Nonprofit InnovationTechSoup
In this webinar, participants learned how to utilize Generative AI to streamline operations and elevate member engagement. Amazon Web Service experts provided a customer specific use cases and dived into low/no-code tools that are quick and easy to deploy through Amazon Web Service (AWS.)
This document provides an overview of wound healing, its functions, stages, mechanisms, factors affecting it, and complications.
A wound is a break in the integrity of the skin or tissues, which may be associated with disruption of the structure and function.
Healing is the body’s response to injury in an attempt to restore normal structure and functions.
Healing can occur in two ways: Regeneration and Repair
There are 4 phases of wound healing: hemostasis, inflammation, proliferation, and remodeling. This document also describes the mechanism of wound healing. Factors that affect healing include infection, uncontrolled diabetes, poor nutrition, age, anemia, the presence of foreign bodies, etc.
Complications of wound healing like infection, hyperpigmentation of scar, contractures, and keloid formation.
Chapter wise All Notes of First year Basic Civil Engineering.pptxDenish Jangid
Chapter wise All Notes of First year Basic Civil Engineering
Syllabus
Chapter-1
Introduction to objective, scope and outcome the subject
Chapter 2
Introduction: Scope and Specialization of Civil Engineering, Role of civil Engineer in Society, Impact of infrastructural development on economy of country.
Chapter 3
Surveying: Object Principles & Types of Surveying; Site Plans, Plans & Maps; Scales & Unit of different Measurements.
Linear Measurements: Instruments used. Linear Measurement by Tape, Ranging out Survey Lines and overcoming Obstructions; Measurements on sloping ground; Tape corrections, conventional symbols. Angular Measurements: Instruments used; Introduction to Compass Surveying, Bearings and Longitude & Latitude of a Line, Introduction to total station.
Levelling: Instrument used Object of levelling, Methods of levelling in brief, and Contour maps.
Chapter 4
Buildings: Selection of site for Buildings, Layout of Building Plan, Types of buildings, Plinth area, carpet area, floor space index, Introduction to building byelaws, concept of sun light & ventilation. Components of Buildings & their functions, Basic concept of R.C.C., Introduction to types of foundation
Chapter 5
Transportation: Introduction to Transportation Engineering; Traffic and Road Safety: Types and Characteristics of Various Modes of Transportation; Various Road Traffic Signs, Causes of Accidents and Road Safety Measures.
Chapter 6
Environmental Engineering: Environmental Pollution, Environmental Acts and Regulations, Functional Concepts of Ecology, Basics of Species, Biodiversity, Ecosystem, Hydrological Cycle; Chemical Cycles: Carbon, Nitrogen & Phosphorus; Energy Flow in Ecosystems.
Water Pollution: Water Quality standards, Introduction to Treatment & Disposal of Waste Water. Reuse and Saving of Water, Rain Water Harvesting. Solid Waste Management: Classification of Solid Waste, Collection, Transportation and Disposal of Solid. Recycling of Solid Waste: Energy Recovery, Sanitary Landfill, On-Site Sanitation. Air & Noise Pollution: Primary and Secondary air pollutants, Harmful effects of Air Pollution, Control of Air Pollution. . Noise Pollution Harmful Effects of noise pollution, control of noise pollution, Global warming & Climate Change, Ozone depletion, Greenhouse effect
Text Books:
1. Palancharmy, Basic Civil Engineering, McGraw Hill publishers.
2. Satheesh Gopi, Basic Civil Engineering, Pearson Publishers.
3. Ketki Rangwala Dalal, Essentials of Civil Engineering, Charotar Publishing House.
4. BCP, Surveying volume 1
How to Build a Module in Odoo 17 Using the Scaffold MethodCeline George
Odoo provides an option for creating a module by using a single line command. By using this command the user can make a whole structure of a module. It is very easy for a beginner to make a module. There is no need to make each file manually. This slide will show how to create a module using the scaffold method.
हिंदी वर्णमाला पीपीटी, hindi alphabet PPT presentation, hindi varnamala PPT, Hindi Varnamala pdf, हिंदी स्वर, हिंदी व्यंजन, sikhiye hindi varnmala, dr. mulla adam ali, hindi language and literature, hindi alphabet with drawing, hindi alphabet pdf, hindi varnamala for childrens, hindi language, hindi varnamala practice for kids, https://www.drmullaadamali.com
ISO/IEC 27001, ISO/IEC 42001, and GDPR: Best Practices for Implementation and...PECB
Denis is a dynamic and results-driven Chief Information Officer (CIO) with a distinguished career spanning information systems analysis and technical project management. With a proven track record of spearheading the design and delivery of cutting-edge Information Management solutions, he has consistently elevated business operations, streamlined reporting functions, and maximized process efficiency.
Certified as an ISO/IEC 27001: Information Security Management Systems (ISMS) Lead Implementer, Data Protection Officer, and Cyber Risks Analyst, Denis brings a heightened focus on data security, privacy, and cyber resilience to every endeavor.
His expertise extends across a diverse spectrum of reporting, database, and web development applications, underpinned by an exceptional grasp of data storage and virtualization technologies. His proficiency in application testing, database administration, and data cleansing ensures seamless execution of complex projects.
What sets Denis apart is his comprehensive understanding of Business and Systems Analysis technologies, honed through involvement in all phases of the Software Development Lifecycle (SDLC). From meticulous requirements gathering to precise analysis, innovative design, rigorous development, thorough testing, and successful implementation, he has consistently delivered exceptional results.
Throughout his career, he has taken on multifaceted roles, from leading technical project management teams to owning solutions that drive operational excellence. His conscientious and proactive approach is unwavering, whether he is working independently or collaboratively within a team. His ability to connect with colleagues on a personal level underscores his commitment to fostering a harmonious and productive workplace environment.
Date: May 29, 2024
Tags: Information Security, ISO/IEC 27001, ISO/IEC 42001, Artificial Intelligence, GDPR
-------------------------------------------------------------------------------
Find out more about ISO training and certification services
Training: ISO/IEC 27001 Information Security Management System - EN | PECB
ISO/IEC 42001 Artificial Intelligence Management System - EN | PECB
General Data Protection Regulation (GDPR) - Training Courses - EN | PECB
Webinars: https://pecb.com/webinars
Article: https://pecb.com/article
-------------------------------------------------------------------------------
For more information about PECB:
Website: https://pecb.com/
LinkedIn: https://www.linkedin.com/company/pecb/
Facebook: https://www.facebook.com/PECBInternational/
Slideshare: http://www.slideshare.net/PECBCERTIFICATION
A workshop hosted by the South African Journal of Science aimed at postgraduate students and early career researchers with little or no experience in writing and publishing journal articles.
How to Make a Field Mandatory in Odoo 17Celine George
In Odoo, making a field required can be done through both Python code and XML views. When you set the required attribute to True in Python code, it makes the field required across all views where it's used. Conversely, when you set the required attribute in XML views, it makes the field required only in the context of that particular view.
it describes the bony anatomy including the femoral head , acetabulum, labrum . also discusses the capsule , ligaments . muscle that act on the hip joint and the range of motion are outlined. factors affecting hip joint stability and weight transmission through the joint are summarized.
3. Q1. CriticalTests
✤ When you have two competing explanations of the same
phenomenon make use of a critical test:!
✤ Derive from both underlying theories predictions for the same
situation, so that only the predictions of one theory can be right
(contradicting predictions).!
✤ test them
4. ✤ Q1. Two theories have been proposed to explain residential
segregation in cities. Theory 1 assumes that individuals
prefer to live together with a majority of neighbors of their
own ethnic group. Theory 2 assumes that members of the
ethnic minority have lower incomes and therefore are more
likely to live in neighborhoods with cheaper housing.
Describe a critical test to empirically distinguish these two
explanations. Explain why this is a critical test.
What is your answer?
5. We observe a social phenomenon: Residential Segregation!
What should we see?!
If T1 (homophily) is true, there is majority of one group or the
other in each neighborhood. The reason is that individuals
who are in the minority would prefer to live elsewhere and
therefore leave the neighborhood (or do not enter).!
If T2 (income inequality) is true, there is a majority of
“whites” in expensive neighborhoods and a majority of
“blacks” in cheaper neighborhoods. The reason is that most
blacks cannot afford housing in the expensive neighborhoods
but they would prefer better (more expensive) housing if they
could afford it.!
How can we test (critically) the competing explanations?
Compare (Q1) - 1
6. Experiment - Mixing houses: In a neighborhood where rents are low
and “blacks” are a majority, build expensive houses. The two theories
have contradicting predictions for this experiment and both
predictions can be tested!
T1: Predicts that only blacks with higher incomes will move to
these new houses, because they can afford them and will prefer
to be with a majority of their own. “Whites” on the contrary, will
not move into the new houses because they rather be with a
majority of their own kind - only “blacks” move in.!
T2: Predicts that both blacks and whites with higher incomes
move into the new houses and the neighborhood composition
will not have an effect on their choices - both “blacks” and “whites”
move in.
Compare (Q1) - 2
7. Valid reasoning for each of the two theories about
why it predicts segregation.!
Valid reasoning for each of the two theories on what
it predicts for the critical experiment.!
Predictions are contradictory!
Predictions are testable
Criteria (Q1)
8. Q2.ArgumentValidity
✤ Explanation is formed by the explanandum (the thing that is to be
explained) and the explanans (the things used to explain).!
✤ The explanandum must be a logical consequence of the explanans!
✤ The explanans must contain at least one general law and one
singular statements (necessary to derive the explanandum)!
✤ The explanans must have empirical content!
✤ All statements of the explanans must be true
9. What is your answer?
If citizens are satisfied with the government, then they will not vote!
In 2012, American citizens will be satisfied with the government!
--------------------------------------------------------------------------------!
In 2012, American citizens will be politically inactive
✤ Q2. Decide whether the following argument is valid.
Explain briefly why you arrived at your conclusion:
10. Compare (Q2) - 1
If citizens are satisfied with the government (S),
then they will not vote (N)
General Law
In 2012, American citizens (t) will be citizens
satisfied with the government (S)
Condition
In 2012, American citizens (t) will be politically
inactive (I)
Explanandum
11. All S* is N!
t is S!
------------!
t is I*
The explanandum does not follow logically
from the explanans!
We do not need the explanans to obtain the
explanandum!
We can test validity (star test)
All statements are wffs (+)!
There is only one star on the
right hand side (+)!
N is not starred (-)
The argument is not valid
Compare (Q2) - 2
12. How about implicit assumptions? -!
This is not a necessary part of the answer
Politically inactive citizens (I) reject
political mechanisms (R)
The rejection of political mechanisms
(R) is expressed when citizens do not
vote (N)
Citizens who do not vote (N) are
politically inactive citizens (I)
All S* is N!
All N* is I!
t is S!
------------!
t is I*
The argument is valid
( but it is not the original argument)All N is I
Compare (Q2) - 3
13. Criteria (Q2)
Explain what “validity of an argument” means.!
Show why this argument is not valid given your
explanation (here: conclusion does not follow from
premises)!
You can use syllogistic logic and the star test, but
this was not asked here!
If you do not use this, you have to explain in your
own words clearly why the conclusion does not
follow from the premises.
14. Q3. Propositional Logic
✤ Propositional Logic - single objects!
✤ Propositions are statements which are either true or false - not valid or
invalid!
✤ Propositions can be combined to form new propositions - using
operators!
✤ Operators define the truth-value of the combined propositions based
on the truth-values of the propositions that it consists of!
✤ We make use of truth tables
15. What is your answer?
erence 1: Hypothetical syllogism
(p), then he is a Marxist (q).
), then he hates capitalism (r)
(p), then he hates capitalism (r).
General form:
p⊃q
q⊃r
p⊃r
✤ Q3. Demonstrate that the following argument is valid,
using a truth table. Explain why your truth table
demonstrates that the argument is valid.
17. Compare (Q3) - 2
✤ The task is to demonstrate that the hypothetical syllogism is valid: Is
((p⊃q)·(q⊃r))⊃(p⊃r) valid?!
✤ The implication of p and q is false only if p is true and q is false!
✤ We make use of a truth table!
✤ Why truth table: Because it shows that for every combination of p.q,r, it
is true that the conclusion of this reasoning(p⊃r) is an implication of
(follows logically from) the conjunction of the premises (which is
((p⊃q)·(q⊃r)) )
18. Q4. Syllogistic Logic
Syllogistic Logic - domains objects!
We study the implication of general statements (wffs)!
There are five words (All, No, Some, Is, Not)!
There are 8 possible forms of wffs!
We make use of the Star Test and Venn-Diagrams to test
validity of the arguments
19. What is your answer?
All hominids have a tail!
Humans are hominids!
---------------------------!
No human has a tail
No X is Y!
z isX!
------------!
Z is
Some L is M!
g is not L!
----------------!
g is not M
a b c
✤ Q4. Below, you find a list of syllogisms. Demonstrate
whether they are valid or not, using the star test and a
Venn-diagram. If necessary, translate the statements
20. All hominids (H) have tail (T)!
Humans (U) are hominids (H)!
---------------------------!
No human (U) has tail (T)
Start Test
All H* is T!
All U* is H!
-------------!
No U is T
H
TU
Venn-D.
All are wffs!
T is not *!
No * right side
Conclusion needs to be drawn!
There cannot be a U with no T
The argument is not valid
Compare (Q4) - 1
21. Start Test
X
YZ
Venn-D.
Not all statements are wffs!
Z is not *!
Z is not in the premises
The conclusion is not a wff
The argument is not valid
No X is Y!
z is X!
------------!
Z is
No X* is Y*!
z is X!
------------!
All Z is
z
Compare (Q4) - 2
22. Start Test Venn-D.
M is not *
g can be an M although all
premises are true!
it is not clear where to draw g
The argument is not valid
Some L is M!
g is not L!
----------------!
g is not M
Some L is M!
g is not L*!
----------------!
g is not M
Compare (Q4) - 3
L
M
x
23. Q5. Empirical Content
✤ Recall: explanations must be empirically testable!
✤ Theories should be as informative as possible!
✤ The set of objects in the if part should be larger (general), and the
set of objects in the then part should be smaller (specific).!
✤ The empirical content of a statement is higher the more possible states
there are which would falsify the statement. One way to achieve this:!
✤ More states: if part contains a disjunction!
✤ More states: then part contains a conjunction
24. What is your answer?
A. If citizens are dissatisfied with the living conditions in their
country, then they will vote for conservative parties!
B. If citizens are dissatisfied with the living conditions in their
country and if they are religious, then they will vote for conservative
parties
A. People who do not vote will participate in demonstrations or
sign a petition.!
B. People who vote will participate in demonstrations.
a
b
✤ Q5. Below you find 2 boxes which contain pairs of
statements. Decide for each pair which statement has more
empirical content. Sketch why.
25. Compare (Q5) - 1
A. If citizens are dissatisfied with the living conditions in their
country, then they will vote for conservative parties!
B. If citizens are dissatisfied with the living conditions in their
country and if they are religious, then they will vote for
conservative parties
There is a conjunction in the if part of statement B!
The informational content of statement B is smaller than of A
because due to the conjunction, the set of objects referred to in the
if part of B is only a subset of those referred to in A (not all citizens
– but only the religious ones)
A has more empirical content
26. Compare (Q5) - 2
A has more empirical content
Dissatisfied
Citizens
Religious
Voting for
conservative
parties
A
B
27. Compare (Q5) - 3
A is about non voters and B about voters - we do not
know if the two set are of the same size (which is larger) !
There is a disjunction in the then part of A!
There are less states that can be falsified in the then
part of B
We cannot answer the question
A. People who do not vote will participate in demonstrations or
sign a petition.!
B. People who vote will participate in demonstrations.
28. Compare (Q5) - 4
Non voters
Demonstrate
A
Voters
Sign a
petition
A
B
We cannot answer the question
29. Q6. Social Phenomena &
Individual Behavior
✤ Micro-level explanations provide information that might be
overlooked if only macro-relationships are considered!
✤ Explain the macro-to-micro relationship (bridge assumption)!
✤ Explain the theory of action!
✤ Explain the micro-to-macro relationship (transformation assumption)!
✤ Assess validity for all!!
✤ Explanations lead to predictions (Advice)!
✤ Consider the ceteris paribus assumptions
30. What is your answer?
✤ Q6. Read the following article. The author argues that the quality
of teaching in the US can be raised by giving teachers more
autonomy. Both variables “quality of teaching in the US” and
“autonomy given to teachers” are collective phenomena. Develop an
explanation of this relationship based on assumptions about
individual behavior. You can use arguments of the author and/or
include own assumptions.!
✤ a. Draw a “Coleman-boat” of your theory!
✤ b. Make explicit all bridge assumptions, the theory of action of your
theory, and the transformation assumptions you make. Justify these
assumptions, using general theories or empirical background knowledge.
Demonstrate that your arguments are valid!
✤ c. Do you think that the advice to increase teachers’ autonomy is valid?
explain your answer.
31. !
!
!
a. Draw a “Coleman-boat” of your theory
!
!
macrolevel
Autonomy given
to teachers
Quality of
teaching
indiv.level
Perception of safety
for disagreeing with
the principal
Choice of teaching
techniques based
on their knowledge
Compare (Q6) - 1
32. Compare (Q6) - 2
Autonomy given
to teachers
Quality of
teaching
Perception of safety
for disagreeing with
the principal
Choice of teaching
techniques based on
their knowledge
b. Make explicit all bridge assumptions, the theory of action of your theory,
and the transformation assumptions you make. !
+ Justify these assumptions, using general theories or empirical
background knowledge. !
+ Demonstrate that your arguments are valid
Bridge Assumption
T. of Action - RCT
Transf. Assumption
33. Autonomy given to
teachers
Perception of safety for
disagreeing with the principal
Bridge Assumption: If teachers have more autonomy, they perceive that
it is safer for them to disagree with the school principal
The higher the autonomy given to teachers (I) the less likely they will feel obliged to
choose teaching techniques they dislike (R)!
The less obliged teachers feel to chooses teaching techniques they dislike (R) the more
likely teachers perceive safety for disagreeing with the school principal (B)!
--------------------------------------------------------------------------------!
The higher the autonomy given to teachers (I) the more likely teachers perceive safety
for disagreeing with the school principal (B)
Compare (Q6) - 3
34. All I* is R!
All R* is B!
------------!
All I is B*
All statements are wffs!
All capital letters are * once!
There is one * on the right
Compare (Q6) - 4
Bridge Assumption: If teachers have more autonomy, they perceive that
it is safer for them to disagree with the school principal
Autonomy given to
teachers
Perception of safety for
disagreeing with the principal
35. Perception of safety for
disagreeing with the principal
Choice of teaching techniques
based on their knowledge
The higher the autonomy given to teachers (I) the more likely teachers perceive safety for
disagreeing with the school principal (B) !
The more likely teachers perceive safety for disagreeing with the school principal (B), the
more likely teachers will choose their teaching techniques based on their own knowledge (T)!
--------------------------------------------------------------------------------!
The higher the autonomy given to teachers (I), the more likely teachers will choose their
teaching techniques based on their own knowledge (T)
T. of Action: If teachers perceive that it is safer for them to disagree with the
school principal, it is more likely they will choose teaching techniques based on
their own knowledge.
Compare (Q6) - 5
36. All I* is B!
All B* is T!
------------!
All I is T*
All statements are wffs!
All capital letters are * once!
There is one * on the right
Compare (Q6) - 6
Perception of safety for
disagreeing with the principal
Choice of teaching techniques
based on their knowledge
T. of Action: If teachers perceive that it is safer for them to disagree with the
school principal, it is more likely they will choose teaching techniques based on
their knowledge.
37. Transf. Assumption: An increase in the use of the teaching techniques based
on teachers’ own knowledge increases the quality of teaching in the classroom
Quality of
teaching
Choice of teaching
techniques based on their
knowledge
The higher the autonomy given to teachers (I), the more likely teachers will choose
their teaching techniques based on their own knowledge (T) !
The more likely teachers will choose their teaching techniques based on their own
knowledge (T), the higher the quality of teaching in the classroom (Q)!
--------------------------------------------------------------------------------!
The higher the autonomy given to teachers (I), the higher the quality of teaching in the
classroom (Q)
Compare (Q6) - 7
38. All I* is T!
All T* is Q!
------------!
All I is Q*
All statements are wffs!
All capital letters are * once!
There is one * on the right
Compare (Q6) - 8
Transf. Assumption: An increase in the use of the teaching techniques based
on teachers’ own knowledge increases the quality of teaching in the classroom
Quality of
teaching
Choice of teaching
techniques based on their
knowledge
39. c. Do you think that the advice to increase
teachers’ autonomy is valid? explain your answer.
The advice is valid, as it has been shown in the arguments
of points a and b. Nonetheless, there are problems that
might arise given the ceteris paribus assumptions of the
explanations and the advice.!
It is assumed that if given safety about keeping their
jobs (autonomy), teachers will always use the best
teaching techniques. This implies that they know them -
how about teachers that are not well trained?!
Even if assumed that all teachers know what are the
best teaching techniques, their implementation has no
cost (requires the same effort than using traditional
techniques)- how about lazy teachers?
Compare (Q6) - 9