Kolakoski en couleurs
•
0 likes•253 views
This document contains Python code to generate colored fractal patterns based on the Thue-Morse sequence and Kolakoski sequence. The code uses turtle graphics functions like pencolor, fd, rt to draw lines and turn angles in different colors specified by values in the sequences. Multiple blocks of code are provided that vary the colors used and parameters of the drawings.
Report
Share
Report
Share
Download to read offline
![Turtle graphic, python and colors !
Thue-Morse :
>>> clear() ; reset() ; speed(999999) ; a=0 ; colormode(1)
>>> while a != 2**20:
... pencolor(t[a],t[a+1],t[a+2])
... if t[a] != t[a+1] :
... fd(15)
... else :
... rt(180-360/9)
... a=a+1
>>> clear() ; reset() ; speed(999999) ; a=0 ; colormode(1)
>>> while a != 2**20:
... pencolor(t[a],t[a+2],t[a+4])
... if t[a] != t[a+1] :](https://image.slidesharecdn.com/kolakoskiencouleurs-130905160143-/85/Kolakoski-en-couleurs-1-320.jpg)
![... fd(15)
... else :
... rt(180-360/9)
... a=a+1
Kolakoski :
>>> clear() ; reset() ; speed(999999) ; n=0 ; colormode(1)
>>> while n != 2**20:
... if sequence[n] == 1 :
... fd(10)
... else :
... rt(72)
... pencolor(sequence[n]-1,sequence[n+1]-1,sequence[n+2]-1) ; n=n+1](data:image/gif;base64,R0lGODlhAQABAIAAAAAAAP///yH5BAEAAAAALAAAAAABAAEAAAIBRAA7)
Recommended
Mate tarea ii - 3º (viernes)
The document contains expressions involving variables and numbers that need to be combined and simplified using the rules of algebra. It provides several multi-term expressions and asks the reader to reduce them by combining like terms.
Graphing day 1 worked
This document discusses graphing sine and cosine functions. It defines periodic functions and notes that sine and cosine have a period of 2π. The properties of sine are described as having a domain of (-∞, ∞), range from -1 to 1, and amplitude equal to the absolute value of A. Similarly, cosine has a period of 2π, domain of (-∞, ∞) and range from -1 to 1. Translating sine and cosine functions is also discussed, noting that amplitude and period can change based on coefficients of x and constants added. Examples are provided to demonstrate stating the amplitude and period of various sine and cosine graphs.
Effective approaches to attention based neural machine translation
The document describes different approaches to attention-based neural machine translation. It introduces neural machine translation and attention mechanisms. It then describes three key attention approaches: global attention, local attention, and an input-feeding approach. Global attention calculates a context vector as a weighted sum of encoder hidden states. Local attention aims to focus on a limited context around the predicted target word. The input-feeding approach incorporates previously generated words as additional input when predicting the next word. Pseudocode and diagrams are provided to illustrate the different attention mechanisms.
4.5 tan and cot.ppt worked
This document discusses the properties and graphs of the tangent and cotangent functions. It states that tangent has a period of π, is defined for all real numbers except odd multiples of π/2, and has asymptotes at those points. The cotangent has similar properties except its x-intercepts occur at odd multiples of π. Examples are given of finding values of tan and cot for specific inputs. Readers are assigned a worksheet involving tangent and cotangent graphs and properties.
4.5 sec and csc worked 3rd
This document discusses the trigonometric functions csc(x) and sec(x). It provides properties of each function, including their period, domain, range, and any asymptotes or x-intercepts. Examples of graphs are shown for csc(x) with phase shifts of pi/2 and -pi/2. Properties of sec(x) are also described. The document concludes by assigning a worksheet on csc(x) and sec(x) and posing a problem to write an equation for a secant function with a given period, phase shift, and vertical shift.
Graphing day 2 worked
This document discusses translations of trigonometric functions, specifically phase shifts and horizontal shifts. It explains that a phase shift is represented by y=a sin(bx+c) or y=a cos(bx+c) where if c>0 it is a left shift and if c<0 it is a right shift. It also gives examples of specific phase shifts and translations, instructing the reader to state the shift and graph each function. Finally, it lists homework problems on page 395, questions 61-68.
Excel+Matlab flow chart
The document outlines the steps to simulate the motion of an electric motor:
1) Import motor and gearbox data and calculate initial parameters.
2) Set initial conditions and start the simulation.
3) Calculate torque and acceleration at each time step and update position and velocity.
4) Check termination conditions and exit or continue to the next time step.
Foil2
1. The FOIL method is used to multiply two binomial expressions. It stands for First, Outer, Inner, Last. You multiply the first terms, outer terms, inner terms, and last terms and add the results.
2. FOIL is demonstrated by multiplying out 10 example binomial expressions like (2x + 5)(3x + 5).
3. The key steps are to identify the first, outer, inner, and last terms in each expression and multiply them out according to FOIL, then combine like terms.
Recommended
Mate tarea ii - 3º (viernes)
The document contains expressions involving variables and numbers that need to be combined and simplified using the rules of algebra. It provides several multi-term expressions and asks the reader to reduce them by combining like terms.
Graphing day 1 worked
This document discusses graphing sine and cosine functions. It defines periodic functions and notes that sine and cosine have a period of 2π. The properties of sine are described as having a domain of (-∞, ∞), range from -1 to 1, and amplitude equal to the absolute value of A. Similarly, cosine has a period of 2π, domain of (-∞, ∞) and range from -1 to 1. Translating sine and cosine functions is also discussed, noting that amplitude and period can change based on coefficients of x and constants added. Examples are provided to demonstrate stating the amplitude and period of various sine and cosine graphs.
Effective approaches to attention based neural machine translation
The document describes different approaches to attention-based neural machine translation. It introduces neural machine translation and attention mechanisms. It then describes three key attention approaches: global attention, local attention, and an input-feeding approach. Global attention calculates a context vector as a weighted sum of encoder hidden states. Local attention aims to focus on a limited context around the predicted target word. The input-feeding approach incorporates previously generated words as additional input when predicting the next word. Pseudocode and diagrams are provided to illustrate the different attention mechanisms.
4.5 tan and cot.ppt worked
This document discusses the properties and graphs of the tangent and cotangent functions. It states that tangent has a period of π, is defined for all real numbers except odd multiples of π/2, and has asymptotes at those points. The cotangent has similar properties except its x-intercepts occur at odd multiples of π. Examples are given of finding values of tan and cot for specific inputs. Readers are assigned a worksheet involving tangent and cotangent graphs and properties.
4.5 sec and csc worked 3rd
This document discusses the trigonometric functions csc(x) and sec(x). It provides properties of each function, including their period, domain, range, and any asymptotes or x-intercepts. Examples of graphs are shown for csc(x) with phase shifts of pi/2 and -pi/2. Properties of sec(x) are also described. The document concludes by assigning a worksheet on csc(x) and sec(x) and posing a problem to write an equation for a secant function with a given period, phase shift, and vertical shift.
Graphing day 2 worked
This document discusses translations of trigonometric functions, specifically phase shifts and horizontal shifts. It explains that a phase shift is represented by y=a sin(bx+c) or y=a cos(bx+c) where if c>0 it is a left shift and if c<0 it is a right shift. It also gives examples of specific phase shifts and translations, instructing the reader to state the shift and graph each function. Finally, it lists homework problems on page 395, questions 61-68.
Excel+Matlab flow chart
The document outlines the steps to simulate the motion of an electric motor:
1) Import motor and gearbox data and calculate initial parameters.
2) Set initial conditions and start the simulation.
3) Calculate torque and acceleration at each time step and update position and velocity.
4) Check termination conditions and exit or continue to the next time step.
Foil2
1. The FOIL method is used to multiply two binomial expressions. It stands for First, Outer, Inner, Last. You multiply the first terms, outer terms, inner terms, and last terms and add the results.
2. FOIL is demonstrated by multiplying out 10 example binomial expressions like (2x + 5)(3x + 5).
3. The key steps are to identify the first, outer, inner, and last terms in each expression and multiply them out according to FOIL, then combine like terms.
02 preliminaries
This document provides an introduction and overview of algorithm analysis and computational complexity. It discusses analyzing algorithms based on different models of computation, comparing algorithms based on efficiency measures like running time, and analyzing efficiency using asymptotic notation like Big O. Specific algorithms like insertion sort and merge sort are used as examples to illustrate concepts like best-case vs worst-case analysis and divide-and-conquer approaches.
โอเน็ตวิชาคณิตศาสตร์ 602
The document discusses functions, sequences, logarithms, and sets. It defines functions as f(x)= and f(x)=2 and discusses V-shape and U-shape functions. It presents the sequence an=a1+(n-1)d and calculates the number of terms. It compares logarithms of different bases and determines an inequality is true. It defines sets A and B and operations including intersection, union, difference.
Exercicios expressões numéricas
The document contains a series of math word problems involving calculations with addition, subtraction, multiplication, division, and order of operations. There are over 100 separate calculations across 11 sections, asking the reader to solve expressions like (3+2)x(5-1)+4, 40-[3+(10-2):2], and (12+2.5)-8. The document provides the calculations and asks the reader to find the answer.
Bellman ford algorithm
This document describes the Bellman-Ford algorithm, a single-source shortest path algorithm that can detect negative edge cycles. It provides pseudocode for the algorithm, runs through an example, discusses the relaxation equation and time/space complexity. It also lists some applications of Bellman-Ford in routing protocols and mentions some references for more information.
Copia de derivadas tablas
This document defines derivatives of various trigonometric, hyperbolic, exponential, and logarithmic functions. It provides formulas for derivatives of sums, products, compositions, and inverse functions. Some key formulas include:
- The derivative of f(g(x)) is f'(g(x))g'(x)
- The derivative of sin(u) is cos(u)u'
- The derivative of cosh(u) is sinh(u)u'
- Trigonometric identities like sin^2(x) + cos^2(x) = 1
The Uncertain Enterprise
This document discusses using digital twins and machine learning to achieve adaptation in uncertain systems. It provides an overview of enterprise system project failures and introduces digital twins as a new approach for design and control. It then describes a conceptual model and approach for developing digital twins for uncertain systems using goals, domain modeling, and agent-based modeling. Finally, it discusses research challenges in using this approach, including validation, verification, modeling expertise, efficiency, explainability and unknown unknowns.
MAT 209 Final Exam 2015 version
MAT 209 Final Exam Answers
Demo content and sample answers
Perform the indicated operation:
1. 19×2 - 13x + 31 - 12×2 - 24x - (16×2 - 27x + 25)
2. 7xy2(5×3 – 4x2y2 + 3xy4)
3. (13x + 5)(9x - 13)
-
-
-
4. (25x - 12)2
-
-
5. (13a + 15b)(13a - 15b)
-
-
6. (25×4 - 35×3 + 45×2) / (5×2)
-
-
-
7. (9.63 x 1035)(8.56 x 10-26) answer in scientific notation
-
-
-
8. 2x / (x + 5) – 150 / (x2 - 25) + 3x / (x – 5)
-
-
-
-
-
-
-
9. x / (x - y) – y / (x + y)
-
-
-
-
10. 5 / [sqrt(5) + sqrt(7)] – 7 / [sqrt(5) – sqrt(7)]
-
sqrt(7)][ sqrt(5) + sqrt(7)]
-
-
-
-
Solve the equations for x.
11. (2x – 3)2 -
2x-3-
2x-
x-
12. 125×2 -
x2-
x-
x-
13. 8×2 + 6x - 5 -
(2x-1)(4x+5)-
2x-1-
x-
14. 5×2 – 4x – 3 -
X-
X-
15. 24×2 + 32x - 96 -
3×2 + 4x – 12-
X-
X-
16. 4.56×2 + 7.89x – 7.65 -
X-
-
-
X-
1
Tugas 1 getaran word
This document is about calculating the amplitude, phase angle, and generating graphs of the displacement function for a vibrating system. It provides the given parameters of spring constant, mass, initial displacement and velocity. It then shows the calculations to determine the natural frequency, damping ratio, and amplitudes A1 and A2. The amplitude is calculated as 0.1011 inches and the phase angle is 8.5308 degrees. Graphs of the displacement, velocity and acceleration functions are generated in Excel.
8th PreAlg - L56--Jan30
The document contains an assignment with due dates, a warm-up worksheet with math problems, and notes on slope-intercept form equations from Lesson 56 including examples. The warm-up has 5 math problems: simplifying an expression, writing a decimal and percent, factoring an expression, converting units, and expressing a time as mixed numbers and decimals. The lesson notes define the slope-intercept form and provide examples to work through.
Bellman ford Algorithm
The document describes the Bellman-Ford algorithm for finding the shortest paths in a graph. It begins by defining the shortest path problem and describing applications that can be modeled as shortest path problems, such as network routing. It then explains that Bellman-Ford can find single-source shortest paths in graphs with positive or negative edge weights, unlike Dijkstra's algorithm which only works for positive edges. The core of the algorithm uses relaxation to iteratively update the shortest path estimates over multiple rounds until convergence. Pseudocode is provided to demonstrate how the relaxation process is repeated for all edges |V|-1 times to find a shortest path from the source node to all other nodes.
Moooniiikitha
This document provides examples of factoring polynomials of different types:
1) Factoring the difference of two squares.
2) Finding the square of a binomial expression.
3) Factoring trinomials and polynomials into two binomial factors.
4) Recognizing and factoring perfect square trinomials and differences of squares.
The document demonstrates various factoring techniques for polynomials in one and multiple variables.
ChRistian
This document provides examples of factoring polynomials of different types:
1) Factoring the difference of two squares.
2) Finding the square of a binomial expression.
3) Factoring trinomials and polynomials into two binomial factors.
4) Recognizing and factoring perfect square trinomials and differences of squares.
The document demonstrates various factoring techniques for polynomials in one and multiple variables.
Tarea de Matematicas
The document provides examples of mathematical exercises involving factoring polynomials and binomial expressions. Some examples include factoring the difference of squares, perfect square trinomials, and perfect cube binomials. Standard factoring techniques are demonstrated such as grouping like terms, finding common factors, and using the difference and sum of cubes identities.
Add and Subtract Deciamls
This document provides instructions for adding and subtracting decimals:
1. Follow the basic rules - find the decimal point, line up decimals, and fill in empty spots with zeros.
2. Examples are provided of adding and subtracting decimals, such as 56.78 + 1.3 = 58.08.
3. Rules for integers are also explained, such as when adding numbers with the same sign you add them and keep the sign, and when subtracting you add the opposite and use the addition rules.
Rl2
This document contains a series of math problems involving adding positive and negative integers. Problem 1 has 20 parts where integers are to be added. Problem 2 has 4 parts where operations are performed within parentheses before adding. The document tests skills in adding positive and negative numbers and following order of operations.
CSE633
This document compares the parallel implementations of Dijkstra's and Bellman Ford algorithms for solving the single source shortest path problem in graphs. It discusses distributing graph nodes across processors, using parallel prefix to find the shortest path, and broadcasting results. Performance analyses show Dijkstra's and Bellman Ford have near-linear speedups and better scaling to larger graphs in parallel compared to sequential implementations.
Fourier analysis presentation for thunder chasers
This document provides an introduction to Fourier analysis and Fourier series. It begins with an overview of sinusoidal waves and Fourier series representations. It then gives examples of using Fourier series to represent non-sinusoidal waves like sawtooth waves and square waves. The document discusses how signals can be broken down into their component frequencies using Fourier analysis. It also explores shifting between the time domain and frequency domain. Finally, applications of Fourier analysis in fields like image and audio processing are mentioned.
SEMINARIO Falla cardíaca crónica
La falla cardíaca crónica se define como un síndrome clínico en el que el corazón reduce su gasto cardíaco y aumenta sus presiones de llenado, lo que produce un deterioro progresivo del corazón debido a la sobreactividad neuro-humoral y anormalidades moleculares. La falla cardíaca crónica tiene una alta morbilidad y mortalidad y su tratamiento incluye medidas no farmacológicas como restricción de sodio e hidratación, así como fármacos como IECA, bloqueadores beta, antagonistas de la ald
20-03-13
1) Los estudios cuestionan la idea de que la revascularización incompleta es siempre mala y sugieren que una revascularización incompleta razonable podría limitar el beneficio de la revascularización completa.
2) Los resultados de ensayos clínicos recientes muestran que no hubo diferencias en mortalidad o infarto entre revascularización completa y revascularización incompleta guiada por PCI.
3) Los estudios encuentran que una revascularización incompleta múltiple vasos no necesariamente conduce a peores resultados si se tiene en cuenta la carga de en
Eventos cardiovasculares durante el ejercicio
1) El ejercicio vigoroso puede desencadenar eventos cardiovasculares agudos en personas con cardiopatías ocultas o conocidas. 2) La incidencia de tales eventos es baja pero mayor durante el ejercicio que en reposo. 3) Los beneficios del ejercicio superan los riesgos siempre que se apliquen estrategias de evaluación, monitoreo y preparación para emergencias.
Fixture domigo 7 juntos olimpas 2013
Este documento presenta los horarios y encuentros de las categorías clasificatorias de voley, futsal y basquet que se llevarán a cabo en 9 canchas numeradas de un complejo deportivo. Se detallan 3 jornadas de partidos para categorías de alumnos, personal libre y mixtas en las disciplinas mencionadas, con los equipos participantes y el tiempo asignado a cada partido.
Jeddah afghani souk
Jeddah, Saudi Arabia - colorful photos of the Turkish and Afghani souks in the old part of the city, by Susie of Arabia
More Related Content
What's hot
02 preliminaries
This document provides an introduction and overview of algorithm analysis and computational complexity. It discusses analyzing algorithms based on different models of computation, comparing algorithms based on efficiency measures like running time, and analyzing efficiency using asymptotic notation like Big O. Specific algorithms like insertion sort and merge sort are used as examples to illustrate concepts like best-case vs worst-case analysis and divide-and-conquer approaches.
โอเน็ตวิชาคณิตศาสตร์ 602
The document discusses functions, sequences, logarithms, and sets. It defines functions as f(x)= and f(x)=2 and discusses V-shape and U-shape functions. It presents the sequence an=a1+(n-1)d and calculates the number of terms. It compares logarithms of different bases and determines an inequality is true. It defines sets A and B and operations including intersection, union, difference.
Exercicios expressões numéricas
The document contains a series of math word problems involving calculations with addition, subtraction, multiplication, division, and order of operations. There are over 100 separate calculations across 11 sections, asking the reader to solve expressions like (3+2)x(5-1)+4, 40-[3+(10-2):2], and (12+2.5)-8. The document provides the calculations and asks the reader to find the answer.
Bellman ford algorithm
This document describes the Bellman-Ford algorithm, a single-source shortest path algorithm that can detect negative edge cycles. It provides pseudocode for the algorithm, runs through an example, discusses the relaxation equation and time/space complexity. It also lists some applications of Bellman-Ford in routing protocols and mentions some references for more information.
Copia de derivadas tablas
This document defines derivatives of various trigonometric, hyperbolic, exponential, and logarithmic functions. It provides formulas for derivatives of sums, products, compositions, and inverse functions. Some key formulas include:
- The derivative of f(g(x)) is f'(g(x))g'(x)
- The derivative of sin(u) is cos(u)u'
- The derivative of cosh(u) is sinh(u)u'
- Trigonometric identities like sin^2(x) + cos^2(x) = 1
The Uncertain Enterprise
This document discusses using digital twins and machine learning to achieve adaptation in uncertain systems. It provides an overview of enterprise system project failures and introduces digital twins as a new approach for design and control. It then describes a conceptual model and approach for developing digital twins for uncertain systems using goals, domain modeling, and agent-based modeling. Finally, it discusses research challenges in using this approach, including validation, verification, modeling expertise, efficiency, explainability and unknown unknowns.
MAT 209 Final Exam 2015 version
MAT 209 Final Exam Answers
Demo content and sample answers
Perform the indicated operation:
1. 19×2 - 13x + 31 - 12×2 - 24x - (16×2 - 27x + 25)
2. 7xy2(5×3 – 4x2y2 + 3xy4)
3. (13x + 5)(9x - 13)
-
-
-
4. (25x - 12)2
-
-
5. (13a + 15b)(13a - 15b)
-
-
6. (25×4 - 35×3 + 45×2) / (5×2)
-
-
-
7. (9.63 x 1035)(8.56 x 10-26) answer in scientific notation
-
-
-
8. 2x / (x + 5) – 150 / (x2 - 25) + 3x / (x – 5)
-
-
-
-
-
-
-
9. x / (x - y) – y / (x + y)
-
-
-
-
10. 5 / [sqrt(5) + sqrt(7)] – 7 / [sqrt(5) – sqrt(7)]
-
sqrt(7)][ sqrt(5) + sqrt(7)]
-
-
-
-
Solve the equations for x.
11. (2x – 3)2 -
2x-3-
2x-
x-
12. 125×2 -
x2-
x-
x-
13. 8×2 + 6x - 5 -
(2x-1)(4x+5)-
2x-1-
x-
14. 5×2 – 4x – 3 -
X-
X-
15. 24×2 + 32x - 96 -
3×2 + 4x – 12-
X-
X-
16. 4.56×2 + 7.89x – 7.65 -
X-
-
-
X-
1
Tugas 1 getaran word
This document is about calculating the amplitude, phase angle, and generating graphs of the displacement function for a vibrating system. It provides the given parameters of spring constant, mass, initial displacement and velocity. It then shows the calculations to determine the natural frequency, damping ratio, and amplitudes A1 and A2. The amplitude is calculated as 0.1011 inches and the phase angle is 8.5308 degrees. Graphs of the displacement, velocity and acceleration functions are generated in Excel.
8th PreAlg - L56--Jan30
The document contains an assignment with due dates, a warm-up worksheet with math problems, and notes on slope-intercept form equations from Lesson 56 including examples. The warm-up has 5 math problems: simplifying an expression, writing a decimal and percent, factoring an expression, converting units, and expressing a time as mixed numbers and decimals. The lesson notes define the slope-intercept form and provide examples to work through.
Bellman ford Algorithm
The document describes the Bellman-Ford algorithm for finding the shortest paths in a graph. It begins by defining the shortest path problem and describing applications that can be modeled as shortest path problems, such as network routing. It then explains that Bellman-Ford can find single-source shortest paths in graphs with positive or negative edge weights, unlike Dijkstra's algorithm which only works for positive edges. The core of the algorithm uses relaxation to iteratively update the shortest path estimates over multiple rounds until convergence. Pseudocode is provided to demonstrate how the relaxation process is repeated for all edges |V|-1 times to find a shortest path from the source node to all other nodes.
Moooniiikitha
This document provides examples of factoring polynomials of different types:
1) Factoring the difference of two squares.
2) Finding the square of a binomial expression.
3) Factoring trinomials and polynomials into two binomial factors.
4) Recognizing and factoring perfect square trinomials and differences of squares.
The document demonstrates various factoring techniques for polynomials in one and multiple variables.
ChRistian
This document provides examples of factoring polynomials of different types:
1) Factoring the difference of two squares.
2) Finding the square of a binomial expression.
3) Factoring trinomials and polynomials into two binomial factors.
4) Recognizing and factoring perfect square trinomials and differences of squares.
The document demonstrates various factoring techniques for polynomials in one and multiple variables.
Tarea de Matematicas
The document provides examples of mathematical exercises involving factoring polynomials and binomial expressions. Some examples include factoring the difference of squares, perfect square trinomials, and perfect cube binomials. Standard factoring techniques are demonstrated such as grouping like terms, finding common factors, and using the difference and sum of cubes identities.
Add and Subtract Deciamls
This document provides instructions for adding and subtracting decimals:
1. Follow the basic rules - find the decimal point, line up decimals, and fill in empty spots with zeros.
2. Examples are provided of adding and subtracting decimals, such as 56.78 + 1.3 = 58.08.
3. Rules for integers are also explained, such as when adding numbers with the same sign you add them and keep the sign, and when subtracting you add the opposite and use the addition rules.
Rl2
This document contains a series of math problems involving adding positive and negative integers. Problem 1 has 20 parts where integers are to be added. Problem 2 has 4 parts where operations are performed within parentheses before adding. The document tests skills in adding positive and negative numbers and following order of operations.
CSE633
This document compares the parallel implementations of Dijkstra's and Bellman Ford algorithms for solving the single source shortest path problem in graphs. It discusses distributing graph nodes across processors, using parallel prefix to find the shortest path, and broadcasting results. Performance analyses show Dijkstra's and Bellman Ford have near-linear speedups and better scaling to larger graphs in parallel compared to sequential implementations.
Fourier analysis presentation for thunder chasers
This document provides an introduction to Fourier analysis and Fourier series. It begins with an overview of sinusoidal waves and Fourier series representations. It then gives examples of using Fourier series to represent non-sinusoidal waves like sawtooth waves and square waves. The document discusses how signals can be broken down into their component frequencies using Fourier analysis. It also explores shifting between the time domain and frequency domain. Finally, applications of Fourier analysis in fields like image and audio processing are mentioned.
What's hot (17)
Viewers also liked
SEMINARIO Falla cardíaca crónica
La falla cardíaca crónica se define como un síndrome clínico en el que el corazón reduce su gasto cardíaco y aumenta sus presiones de llenado, lo que produce un deterioro progresivo del corazón debido a la sobreactividad neuro-humoral y anormalidades moleculares. La falla cardíaca crónica tiene una alta morbilidad y mortalidad y su tratamiento incluye medidas no farmacológicas como restricción de sodio e hidratación, así como fármacos como IECA, bloqueadores beta, antagonistas de la ald
20-03-13
1) Los estudios cuestionan la idea de que la revascularización incompleta es siempre mala y sugieren que una revascularización incompleta razonable podría limitar el beneficio de la revascularización completa.
2) Los resultados de ensayos clínicos recientes muestran que no hubo diferencias en mortalidad o infarto entre revascularización completa y revascularización incompleta guiada por PCI.
3) Los estudios encuentran que una revascularización incompleta múltiple vasos no necesariamente conduce a peores resultados si se tiene en cuenta la carga de en
Eventos cardiovasculares durante el ejercicio
1) El ejercicio vigoroso puede desencadenar eventos cardiovasculares agudos en personas con cardiopatías ocultas o conocidas. 2) La incidencia de tales eventos es baja pero mayor durante el ejercicio que en reposo. 3) Los beneficios del ejercicio superan los riesgos siempre que se apliquen estrategias de evaluación, monitoreo y preparación para emergencias.
Fixture domigo 7 juntos olimpas 2013
Este documento presenta los horarios y encuentros de las categorías clasificatorias de voley, futsal y basquet que se llevarán a cabo en 9 canchas numeradas de un complejo deportivo. Se detallan 3 jornadas de partidos para categorías de alumnos, personal libre y mixtas en las disciplinas mencionadas, con los equipos participantes y el tiempo asignado a cada partido.
Jeddah afghani souk
Jeddah, Saudi Arabia - colorful photos of the Turkish and Afghani souks in the old part of the city, by Susie of Arabia
Speech
This document discusses the differences between language and speech. Language involves socially shared rules for vocabulary, word formation, grammar and pragmatics. Speech refers to the physical ability to communicate verbally through articulation, voice and fluency. A language disorder involves problems with understanding or using language, while a speech disorder involves difficulties with producing sounds or fluency. The document provides examples of children with specific speech or language disorders.
Fixture olimpaz21-04-2013
El documento presenta los horarios y partidos de varios torneos deportivos que se llevarán a cabo en canchas numeradas. Incluye detalles sobre partidos de voley, basquet, fútbol 6 para damas, varones y categorías personal, alumnos y máster en diferentes canchas los días y horarios especificados.
Fixture olimpaz 14-04-2013
El documento presenta los fixture y programaciones de los partidos de diferentes deportes como voley, basquet, futsal que se llevarán a cabo entre las distintas facultades y dependencias de la universidad. Se detallan los horarios, canchas y categorías de cada uno de los encuentros a disputarse tanto en fase clasificatoria como eliminatoria.
Fixture olimpas 2013
Este documento presenta los horarios y encuentros de las clasificatorias de diferentes deportes que se llevarán a cabo en 9 canchas numeradas. Se detallan los partidos de voley, futsal y basquet de categorías de alumnos, personal libre y mixtas, con los nombres de las instituciones participantes y los grupos y horarios correspondientes a cada partido.
Draft business law
The document defines and describes the roles and responsibilities of a board of directors and company directors. A board of directors is elected by shareholders to govern a company and make ultimate decisions regarding policies, objectives, committees, executives, dividends and shares. Company directors are appointed or elected members of the board who determine and implement company policy and can bind the company through contracts, but are also personally liable for their actions and negligence.
50 tips
This document provides 50 tips for coping with stress, including getting up 15 minutes earlier, preparing for the morning the night before, setting priorities, avoiding negative people, breaking large tasks into smaller portions, practicing breathing slowly, exercising daily, getting enough sleep, and remembering that you always have options.
Revascularización Coronaria en Pacientes con Disfunción Ventricular Izquierda
Revascularización Coronaria en Pacientes con Disfunción Ventricular IzquierdaDr. Juan Carlos Becerra Martinez
Este documento resume la evidencia sobre revascularización coronaria en pacientes con disfunción ventricular izquierda. Resalta que la revascularización solo beneficia a aquellos pacientes con evidencia de tejido viable por medio de pruebas funcionales de isquemia o viabilidad. Los estudios más grandes como STICH y APPROACH muestran beneficio de CABG sobre OMT o PCI en términos de reducción de mortalidad cardiovascular y rehospitalizaciones. Sin embargo, la elección entre CABG y PCI depende de factores como la anatomía coronaria, necesidad de revascularizaciónJanadriyah 2013
Susie of Arabia takes you to the annual Janadriyah Festival in Riyadh, featuring culture and heritage from this Middle Eastern country.
Fixture Olimpaz 28 04-2013
El documento contiene el programa de actividades deportivas que se llevarán a cabo en 6 canchas. Se detallan los partidos de vóley, futsal, básquet y fútbol 6 para categorías de alumnos, personal y máster en diferentes horarios entre las 12:20 y las 5:00pm, incluyendo presentaciones de equipos y una premiación y clausura al final.
Madain Saleh - the Petra of Saudi Arabia
Madain Saleh near Al Ula, Saudi Arabia, is an historic and archaeological place of interest which represents the southernmost and 2nd largest Nabatean settlement after Petra in Jordan. It features tombs, carved out rocks and amazing scenery.
Najran, Saudi Arabia 2014
Najran is an enchanting place in southern Saudi Arabia near the Yemen border. With landscapes as varied as rocky mountains to fertile farmland to golden deserts, Najran is loaded with fascinating history, friendly people, and distinctive architecture. Come along with Susie of Arabia as she takes you on a magic carpet ride to Najran, Saudi Arabia.
Fakieh Aquarium - Jeddah, Saudi Arabia
Fakieh Aquarium, the new sealife attraction on Jeddah's Red Sea Coastline, is the first of its kind in the Kingdom of Saudi Arabia. The facility opened in January 2013 and promotes environment conservation through education, while offering family entertainment at the same time. Thousands of marine animals are available for public viewing, along with dolphin shows and special movies.
Jeddah Historic Festival 2016
Step back in time with scenes from Jeddah, Saudi Arabia's 3rd Annual Kunna Kida Historical Festival ("We were like this.")
Insuficiencia Cardiaca y PARADIGM
Lo mejor del AHA14, Chicago
17, 18, 19 y 20 de Noviembre
http://directos.secardiologia.es/aha14.html
Sociedad Española de Cardiología
Insuficiencia Cardiaca y PARADIGM
Dr. Vicente Arrarte Esteban
Hospital General Universitario de Alicante
@varrarte
Viewers also liked (20)
Revascularización Coronaria en Pacientes con Disfunción Ventricular Izquierda
Revascularización Coronaria en Pacientes con Disfunción Ventricular Izquierda
Similar to Kolakoski en couleurs
51543 0131469657 ism-2
The document provides a review of concepts related to the derivative, including:
1. Definitions of the derivative, tangent line, and secant line
2. The formula for calculating the derivative using limits
3. Examples of using the derivative formula to find the slope of a tangent line at various points
Lesson 7: Vector-valued functions
We define vector-valued functions, whose image is a curve in the plane or space. We also show how to differentiate and integrate them
Csm chapters12
This document provides examples and explanations of vector-valued functions and the calculus of vector-valued functions. Some key points covered include:
- Examples of vector-valued functions and their domains.
- Limits of vector-valued functions, including using L'Hopital's rule.
- Derivatives of vector-valued functions and evaluating them at specific values.
- Finding parametric equations of tangent lines to vector-valued functions.
The document contains over 40 examples of vector-valued functions and calculations involving limits, derivatives, and tangent lines of vector-valued functions.
ゲーム理論BASIC 演習32 -時間決めゲーム：交渉ゲーム-
1. The document describes a two-dimensional space U and a point d within U. It defines several functions related to U and d and explores their properties.
2. It introduces the concepts of two functions ΎϩδΣΫτ and ΎϩδΣΫτ and examines their values for different parameters of U and d.
3. It finds the point (u1, u2) in U that maximizes a certain expression involving u1, u2, and the components of d, demonstrating the process used to obtain this result.
Ejercicios prueba de algebra de la UTN- widmar aguilar
This document contains 12 math problems involving algebra concepts like solving equations, logarithms, trigonometry, and geometry. The problems cover topics such as solving systems of equations, evaluating logarithmic and trigonometric expressions, finding slopes of lines, and more. Detailed step-by-step workings are shown for each problem.
2. the derivative
1. The document provides examples of calculating the slope and derivative of various functions at given points using the limit definition of the derivative. It includes problems calculating the slope of tangent lines, average rates of change, and instantaneous rates of change.
2. Several problems are worked out step-by-step showing how to apply the limit definition to find the slope and derivative of functions like f(x)=x^2, f(x)=x^3, and others at given values of x.
3. Examples also demonstrate using the derivative to find when a function has a maximum or minimum rate of change, or when a particle changes direction.
51543 0131469657 ism-2
1. The document provides examples of calculating the slope and derivative of various functions at given points using the limit definition of the derivative. It includes problems calculating the slope of tangent lines, average rates of change, and instantaneous rates of change.
2. Several problems are worked out step-by-step showing how to apply the limit definition to find the slope and derivative of functions like f(x)=x^2, f(x)=x^3, and others at given values of x.
3. Examples also demonstrate using the derivative to find when a function has a maximum or minimum rate of change, or when a particle changes direction.
Capitulo 2 Soluciones Purcell 9na Edicion
1. The document provides examples of calculating derivatives, slopes of tangent lines, and average rates of change from graphs and equations. It includes 25 problems calculating derivatives, slopes, velocities, and average rates of change for various functions.
2. The problems involve calculating derivatives and slopes at given points, finding where functions are increasing or decreasing, and determining average rates of change over intervals from information provided in graphs or equations.
3. The document serves as an instructor's resource providing detailed solutions to problems involving key concepts related to derivatives, such as calculating instantaneous and average rates of change from both algebraic and graphical representations.
corripio
The document derives several Laplace transforms from their definitions using properties like linearity and complex translations. It also checks the initial and final value problems of the derived transforms.
Key results derived include:
1) The Laplace transform of functions like t, t^2, e^-at, cos(ωt), and their linear combinations.
2) The use of properties like linearity, complex translations, and L'Hopital's rule to derive transforms.
3) Initial and final value checks of the derived transforms to validate the solutions.
Capitulo 2 corripio
The document derives several Laplace transforms from their definitions using properties like linearity and complex translations. It shows:
1) The Laplace transform of a function is equal to integrals involving the function and exponential terms.
2) Common transforms can be derived by applying properties to simpler transforms from tables.
3) The initial and final value theorems are used to check solutions by taking limits as time approaches 0 and infinity.
Rabin Karp Algorithm
The document describes the Rabin-Karp algorithm for string matching. It computes a hash value for the pattern and a rolling hash for substrings of the text, and compares hashes to identify potential matches quickly. It explains computing the pattern hash and text substring hashes, and updating the rolling hash in constant time by taking advantage of properties of modular arithmetic. The algorithm runs in O(m) preprocessing and O(n-m+1) matching time where m is the pattern length and n is the text length.
Cálculo ii howard anton - capítulo 16 [tópicos do cálculo vetorial]
This document contains a chapter from a textbook on vector calculus. It includes 33 multi-part exercises involving concepts like divergence, curl, line integrals, and parameterizing curves. The exercises provide calculations and proofs related to vector fields and vector operations in three dimensions.
Ejercicios varios de algebra widmar aguilar
This document contains a series of mathematics problems and their step-by-step solutions involving algebra, equations, logarithms, and trigonometry. The problems cover topics such as solving equations, evaluating logarithmic and trigonometric expressions, finding values that satisfy equations, solving systems of equations, and more. The document is written in Spanish and provides fully worked out solutions for each problem presented.
طراحی الگوریتم فصل 1
The document discusses algorithms analysis and provides examples of analyzing the time complexity of various algorithms using recurrence relations. It analyzes sorting algorithms like merge sort, quicksort and searching algorithms like binary search. It also discusses polynomial multiplication and solving recurrence relations to find the closed form solutions of time complexities like T(n)=n^2, T(n)=n log n etc.
convulution
This document provides solutions to problems involving convolution. Specifically:
- It works through examples of convolving different signals graphically and using the convolution formula.
- It evaluates convolutions of impulse trains with various impulse responses.
- It discusses properties of linear, time-invariant systems and their inverses under convolution.
The document contains detailed step-by-step working of multiple convolution problems to demonstrate the techniques involved in evaluating convolutions both graphically and analytically. It also explores properties like time-invariance and inverses of systems.
Modelagem de um CSTR com reação endotermica.pdf
Modelagem em função de transferencia. CSTR não-linear.
#Import standard math functions from math import import .docx
#Import standard math functions
from math import *
import numpy as np
import matplotlib.pyplot as plt
#Prandtl-Meyer expansion angle function:
def nu(M,y):
return sqrt((y+1)/(y-1))*atan(sqrt((y-1)*(M**2-1)/(y+1)))-
atan(sqrt(M**2-1))
#Prandtl-Meyer Expansion angle for numeric extraction of Mach
number
def nu2(M,nu,y):
return sqrt((y+1)/(y-1))*atan(sqrt((y-1)*(M**2-1)/(y+1)))-
atan(sqrt(M**2-1))-nu
#Derivative of Prandtl-Meyer expansion angle function
def nudif(M, y = 1.25):
return sqrt(M**2-1)/(M*(1+(y-1)*M**2/2))
#Stagnation pressure from freestream pressure.
def Pstag(Pe,M,y):
return Pe*(1+(y-1)/2*M**2)**(y/(y-1))
#Stagnation pressure ratio across a shockwave with P01
calculated from Pstat and M.
def Pstagratio(M,P02,P1,y):
P01 = Pstag(P1,M,y)
f1 = 2/((y+1)*(y*M**2-(y-1)/2)**(1/(y-1)))
f2 = (((y+1)/2*M)**2/(1+(y-1)/2*M**2))**(y/(y-1))
return f1*f2-P02/P01
#Stagnation pressure ratio across a shockwave with P01
calculated from Pstat and M.
def Pstagshock(M,P1,y):#returns P02
P01 = Pstag(P1,M,y)
f1 = 2/((y+1)*(y*M**2-(y-1)/2)**(1/(y-1)))
f2 = (((y+1)/2*M)**2/(1+(y-1)/2*M**2))**(y/(y-1))
return f1*f2*P01
#Pressure across an oblique shockwave as a function of upstream
pressure, gamma, and Mach.
def Pstatshock(P,M,y,theta):
beta = shockangle(M,y,theta)[1]
return P*(1+2*y/(y+1)*((M*sin(beta))**2-1))
#Numerical derivative for this particular function with only x
(which is M) varying.
def centraldiff(func, x, A, Ast, y, h = 0.0000001):
return (func(x+h,A,Ast,y)-func(x-h,A,Ast,y))/(2*h)
#Newton's method for four-term fuction.
def Newts(func, fin,y,A,Ast, err, iMax = 100000):
x1 = fin
it = 0
ea = np.Infinity
while ea > err and it < iMax:
x0 = x1
x1 = x0 - func(x0,A,Ast,y)/
(centraldiff(func,x0,A,Ast,y))
#x1 = x0 - func(x0,A,Ast,y)/(RPdif(x0,y))
it +=1
ea = abs((x0-x1)/x1)
return x1
#Newton's method
def Newt(Mguess,nu,gamma,err,iMax=1000):
x1 = Mguess
it = 0
ea = 100000
while ea > err and it < iMax:
x0 = x1
x1 = x0 - nu2(x0,nu,gamma)/nudif(x0,gamma)
it +=1
ea = abs((x0-x1)/x1)
return x1
#Pressure across expansion fan
def Pexpand(M1, M2, P1, y):
top = 1+(y-1)/2*M1**2
bot = 1+(y-1)/2*M2**2
return P1*(top/bot)**(y/(y-1))
#Explicit solution for beta angle. Requires theta input in
degrees.
def shockangle(M,y,thd):
th = thd*pi/180
lt1 = (M**2-1)**2
lt2 = (1+(y-1)/2*M**2)
lt3 = (1+(y+1)/2*M**2)
l = (lt1-3*lt2*lt3*tan(th)**2)**.5
xt1 = (M**2-1)**3
xt2 = lt2
xt3 = (1+(y-1)/2*M**2+(y+1)/4*M**4)
x = (xt1-9*xt2*xt3*tan(th)**2)/l**3
tanb = []
for i in range(2):
tt1 = (M**2-1)
tt2 = 2*l*cos((4*pi*float(i)+acos(x))/3)
tt3 = 3*(1+(y-1)/2*M**2)*tan(th)
tanb.append((tt1+tt2)/tt3)
return (atan(tanb[0]),atan(tanb[1]))
#Ma ...
Laplace1
The document defines the Laplace transform and provides tables of Laplace transforms of common functions. It lists the Laplace transforms of standard functions like 1, e-at, t, sin(at), cos(at). It also gives transforms of special functions like the unit step, ramp, and impulse functions. It presents theorems for time shifting, scaling, differentiation, integration and periodic functions. Transforms are given for periodic signals like square waves, half-wave and full-wave rectified sine waves, and saw-tooth waves.
Ma2002 1.14 rm
This document describes implicit multistep methods for numerically solving ordinary differential equations. It discusses:
1) Replacing the derivative in the integral form of the solution with an interpolating polynomial to obtain various implicit multistep methods.
2) Deriving the Adams-Moulton and Milne-Simpson multistep methods by using different interpolation points.
3) Giving the order of accuracy and truncation error expressions for these methods.
4) Providing an example of applying the Adams-Moulton third order method to solve an initial value problem.
Graph for Coulomb damped oscillation
This document describes a damped oscillation graph of a spring-mass system experiencing dry frictional force. The system performs damped harmonic oscillation as the mass oscillates back and forth along the horizontal surface. The document provides the equation of motion, solution, and a Maple code to plot the decreasing amplitude oscillation graph over multiple periods as a function of time.
Similar to Kolakoski en couleurs (20)
Ejercicios prueba de algebra de la UTN- widmar aguilar
Ejercicios prueba de algebra de la UTN- widmar aguilar
Cálculo ii howard anton - capítulo 16 [tópicos do cálculo vetorial]
Cálculo ii howard anton - capítulo 16 [tópicos do cálculo vetorial]
#Import standard math functions from math import import .docx
#Import standard math functions from math import import .docx
Kolakoski en couleurs
- 1. Turtle graphic, python and colors ! Thue-Morse : >>> clear() ; reset() ; speed(999999) ; a=0 ; colormode(1) >>> while a != 2**20: ... pencolor(t[a],t[a+1],t[a+2]) ... if t[a] != t[a+1] : ... fd(15) ... else : ... rt(180-360/9) ... a=a+1 >>> clear() ; reset() ; speed(999999) ; a=0 ; colormode(1) >>> while a != 2**20: ... pencolor(t[a],t[a+2],t[a+4]) ... if t[a] != t[a+1] :
- 2. ... fd(15) ... else : ... rt(180-360/9) ... a=a+1 Kolakoski : >>> clear() ; reset() ; speed(999999) ; n=0 ; colormode(1) >>> while n != 2**20: ... if sequence[n] == 1 : ... fd(10) ... else : ... rt(72) ... pencolor(sequence[n]-1,sequence[n+1]-1,sequence[n+2]-1) ; n=n+1
- 3. >>> clear() ; reset() ; speed(999999) ; n=0 ; colormode(1) >>> while n != 2**20: ... pencolor(sequence[n]-1,sequence[n+1]-1,sequence[n+2]-1) ... if sequence[n] == 1 : ... fd(12) ... else : ... rt(90) ... fd(7) ... n=n+1
- 5. >>> clear() ; reset() ; speed(999999) ; n=0 ; colormode(1) >>> while n != 2**20: ... pencolor(sequence[n]-1,sequence[n+2]-1,sequence[n+4]-1) ... if sequence[n] == 1 : ... fd(5) ... else : ... rt(27) ... fd(2) ... n=n+1 >>> clear() ; reset() ; speed(999999) ; n=0 ; colormode(1) >>> while n != 2**20: ... pencolor(sequence[n]-1,sequence[n+1]-1,sequence[n+2]-1) ... if sequence[n] == 1 : ... fd(10) ... else : ... rt(60) ... n=n+1
- 6. >>> clear() ; reset() ; speed(999999) ; n=0 ; colormode(1) >>> while n != 2**20: ... pencolor(sequence[n]-1,sequence[n+1]-1,sequence[n+2]-1) ... if sequence[n] == 1 : ... fd(12) ... else : ... rt(60) ... fd(7) ... n=n+1
- 7. >>> while n != 2**20: ... pencolor(sequence[n]-1,sequence[n+1]-1,sequence[n+2]-1) ... if sequence[n] == sequence[n+1] : ... fd(10) ... else : ... rt(108) ; fd(10) ... n=n+1 >>> while n != 2**20: ... pencolor(sequence[n]-1,sequence[n+1]-1,sequence[n+2]-1) ... if sequence[n] == 1 : ... fd(10) ... else : ... rt(60) ; fd(10) ... n=n+1
- 8. >>> clear() ; reset() ; speed(999999) ; n=0 ; colormode(1) >>> while n != 2**20: ... pencolor(sequence[n]-1,sequence[n+sequence[n]]-1,sequence[n+2*sequence[n]]-1) ... if sequence[n] == 1 : ... fd(10) ; rt(90) ... else : ... rt(60) ; fd(10) ... n=n+1