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This short document promotes creating presentations using Haiku Deck, a tool for making slideshows. It encourages the reader to get started making their own Haiku Deck presentation and sharing it on SlideShare. In a single sentence, it pitches the idea of using Haiku Deck to easily design presentations.
1) Tree data structures involve nodes that can have zero or more child nodes and at most one parent node. Binary trees restrict nodes to having zero, one, or two children.
2) Binary search trees have the property that all left descendants of a node are less than the node's value and all right descendants are greater. This property allows efficient searches, inserts, and deletes that take O(log n) time on average.
3) Trees can become unbalanced over many insertions and deletions, affecting performance of operations. Various self-balancing binary search tree data structures use tree rotations to maintain balance.
El documento presenta información sobre el salario mínimo en Ecuador. Fue escrito por Verónica Tene para su curso de cuarto semestre en la carrera de Contabilidad y Auditoría en la Facultad de Ciencias Políticas y Administrativas de la Universidad Nacional de Chimborazo.
AIDA FCB models marketing and advertising techniques. AIDA represents Attention, Interest, Desire, and Action, the stages a consumer progresses through when encountering a product. FCB represents a model of motivation proposed by Foote, Cone, and Belding that identifies three domains that influence behavior: Feelings, Cognition, and Behavior.
1) The document discusses techniques for mining data from the World Wide Web, including identifying authoritative web pages through link analysis algorithms like HITS and PageRank, mining multimedia data and web images through associated text and links, automatically classifying web documents, and analyzing web server logs to discover user access patterns through web usage mining.
2) It describes how web pages can be partitioned into semantic blocks and how block-level link analysis can be used to identify related images and organize them, as well as reduce noise in automatic web document classification.
3) Methods of web usage mining discussed include cleaning, condensing, and transforming log data to generate multidimensional views of user access patterns that can help discover customers, markets
Skip lists are a data structure for implementing dictionaries. They consist of multiple sorted lists, with the top list containing all elements and lower lists being subsequences. Searching works by dropping down lists until finding the target element or determining it is absent. Insertion and deletion use a randomized algorithm adding/removing elements from the appropriate lists. Analysis shows the expected space is O(n) and search, insertion and deletion times are O(log n), with these bounds also holding with high probability. Skip lists provide fast, simple dictionary implementation in practice.
This short document promotes creating presentations using Haiku Deck, a tool for making slideshows. It encourages the reader to get started making their own Haiku Deck presentation and sharing it on SlideShare. In a single sentence, it pitches the idea of using Haiku Deck to easily design presentations.
1) Tree data structures involve nodes that can have zero or more child nodes and at most one parent node. Binary trees restrict nodes to having zero, one, or two children.
2) Binary search trees have the property that all left descendants of a node are less than the node's value and all right descendants are greater. This property allows efficient searches, inserts, and deletes that take O(log n) time on average.
3) Trees can become unbalanced over many insertions and deletions, affecting performance of operations. Various self-balancing binary search tree data structures use tree rotations to maintain balance.
El documento presenta información sobre el salario mínimo en Ecuador. Fue escrito por Verónica Tene para su curso de cuarto semestre en la carrera de Contabilidad y Auditoría en la Facultad de Ciencias Políticas y Administrativas de la Universidad Nacional de Chimborazo.
AIDA FCB models marketing and advertising techniques. AIDA represents Attention, Interest, Desire, and Action, the stages a consumer progresses through when encountering a product. FCB represents a model of motivation proposed by Foote, Cone, and Belding that identifies three domains that influence behavior: Feelings, Cognition, and Behavior.
1) The document discusses techniques for mining data from the World Wide Web, including identifying authoritative web pages through link analysis algorithms like HITS and PageRank, mining multimedia data and web images through associated text and links, automatically classifying web documents, and analyzing web server logs to discover user access patterns through web usage mining.
2) It describes how web pages can be partitioned into semantic blocks and how block-level link analysis can be used to identify related images and organize them, as well as reduce noise in automatic web document classification.
3) Methods of web usage mining discussed include cleaning, condensing, and transforming log data to generate multidimensional views of user access patterns that can help discover customers, markets
Skip lists are a data structure for implementing dictionaries. They consist of multiple sorted lists, with the top list containing all elements and lower lists being subsequences. Searching works by dropping down lists until finding the target element or determining it is absent. Insertion and deletion use a randomized algorithm adding/removing elements from the appropriate lists. Analysis shows the expected space is O(n) and search, insertion and deletion times are O(log n), with these bounds also holding with high probability. Skip lists provide fast, simple dictionary implementation in practice.
Aritra Bhowmik is an electrical design engineer with over 4 years of experience in lighting, power distribution, and ELV system design for various industrial projects in India and abroad. He has expertise in lighting calculations, single line diagrams, cable sizing, earthing design, and 3D modeling. Currently working as an engineer at Larsen & Toubro Technology Services in Chennai, his responsibilities include design, detailing, coordination, and business continuity management. He holds a B.Tech in electrical engineering and is proficient in AutoCAD, DIALux, Revit MEP, and Microsoft Office applications.
This document discusses randomized data structures and algorithms. It begins by motivating randomized data structures as a way to transform average case runtimes into expected runtimes that are not dependent on specific inputs. It then provides examples of randomized data structures like treaps and randomized skip lists that provide efficient operations like insertion, deletion, and search in expected logarithmic time. It also discusses how randomization can be applied in algorithms like primality testing.
To become the best Forex broker FXMoneyWorld spends a lot of time for creating the best trading conditions, free educational content, bonuses and promotions.
The document discusses minimum spanning trees and two algorithms for finding them: Prim's algorithm and Kruskal's algorithm. Prim's algorithm works by growing a spanning tree from an initial node, always adding the lowest cost edge that connects to a node not yet in the tree. Kruskal's algorithm sorts the edges by cost and builds up a spanning tree by adding edges in order as long as they do not form cycles. Both algorithms find optimal minimum spanning trees for weighted, undirected graphs.
Belinda Beryl Wahl has over 20 years of experience in personal assistant and office administration roles. She has a strong background in diary management, customer service, travel arrangements, accounting tasks, and administrative support. Her experience spans several industries and includes roles such as personal assistant, office administrator, receptionist, and secretary. She has a professional and vibrant work attitude with skills in typing, Microsoft Office, database entry, and account processing.
This document summarizes a talk on dynamic graph algorithms. It begins with an introduction to dynamic graph algorithms, which involve maintaining a graph structure and answering queries efficiently as the graph undergoes a sequence of edge insertions and deletions. It then discusses several examples of fully dynamic algorithms for problems like connectivity, minimum spanning trees, and graph spanners. A key data structure introduced is the Euler tour tree, which represents a dynamic tree as a one-dimensional structure to support efficient updates and queries. The document concludes by outlining a fully dynamic randomized algorithm for maintaining connectivity under edge updates with polylogarithmic update time, using a hierarchical approach with multiple levels of edge partitions and ET trees.
Este documento resume los conceptos clave de la ecología, incluyendo su definición, historia y objetos de estudio. También describe la educación ambiental, conciencia ambiental e incidencia de la educación para crear conciencia sobre los problemas ambientales y la necesidad de acción individual. Finalmente, destaca las cifras de Naciones Unidas sobre escasez de agua y amenazas a los humedales.
This document discusses divide-and-conquer algorithms and their time complexities. It begins with examples of finding the maximum of a set and binary search. It then presents the general steps of a divide-and-conquer algorithm and analyzes time complexity. Several algorithms are discussed including quicksort, merge sort, 2D maxima finding, closest pair problem, convex hull problem, and matrix multiplication. Strategies like divide, conquer, and merge are used to solve problems recursively in fewer comparisons than brute force methods. Many algorithms have a time complexity of O(n log n).
Kruskal's algorithm is used to find the minimum spanning tree of a connected, undirected graph. It works by sorting the edges by weight and building up the minimum spanning tree by adding edges one by one if they do not form cycles, until n-1 edges are added where n is the number of nodes. The algorithm takes as input a weighted, connected graph and outputs the minimum spanning forest by iteratively selecting the lowest cost edge that avoids cycles.
This document discusses binary search trees (BSTs) and their use for dynamic sets. It covers BST operations like search, insert, find minimum/maximum, and successor/predecessor. It also discusses how BSTs can be used to sort in O(n log n) time by inserting elements in order and performing an inorder traversal, similar to quicksort. Maintaining a height of O(log n) for BSTs is discussed as an area for future improvement.
This document describes operations on a B-tree including insertion, deletion, splitting and merging of nodes. It shows a B-tree initially containing 26 items in a balanced structure with all leaves at the same level. Keys are added to the leaf nodes, causing splits that promote keys up the tree and rebalance the structure. Deletion is demonstrated by borrowing or merging with neighboring nodes, or demoting and promoting keys when underflow occurs.
The document outlines various data structures and algorithms for implementing dictionaries and hash tables, including:
- Separate chaining, which handles collisions by storing elements that hash to the same value in a linked list. Find, insert, and delete take average time of O(1).
- Open addressing techniques like linear probing and quadratic probing, which handle collisions by probing to alternate locations until an empty slot is found. These have faster search but slower inserts and deletes.
- Double hashing, which uses a second hash function to determine probe distances when collisions occur, reducing clustering compared to linear probing.
This document provides a professional summary for Madhumita Bairagi, including her contact information, work experience, tools experience, education, and other relevant details. She has over 6 years of experience as a Project Coordinator and Business Analyst, facilitating daily stand-ups and sprint planning. She is skilled in requirements gathering, documentation, and coordinating projects between clients, development teams, and other stakeholders using tools like JIRA, ServiceNow, and Microsoft products. Her experience includes roles in project planning, testing, and release management for clients in insurance, healthcare, and pharmaceutical industries.
The document discusses greedy algorithms and provides examples of problems that can be solved using greedy techniques. It introduces the coin changing problem and activity selection problem. For activity selection, it demonstrates that a greedy approach of always selecting the activity with the earliest finish time results in an optimal solution. It provides pseudo-code for a greedy algorithm and proves that the greedy solution is optimal for the activity selection problem by showing there is always an optimal solution that makes the greedy choice and combining the greedy choice with the optimal solution to the remaining subproblem yields an optimal solution to the original problem.
The document discusses shortest path algorithms for weighted graphs. It introduces Dijkstra's algorithm and the Bellman-Ford algorithm for finding shortest paths. Dijkstra's algorithm works for graphs with non-negative edge weights, while Bellman-Ford can handle graphs with negative edge weights. The document also describes how to find shortest paths in directed acyclic graphs and compute all-pairs shortest paths.
This document provides a professional summary for Madhumita Bairagi, including her contact information, tools experience, and professional experience as a Project Coordinator/Business Analyst. She has over 6 years of experience facilitating Agile and Waterfall projects. Her roles have included requirement gathering, documentation, release management, and acting as a liaison between clients, development teams, and other stakeholders. She is proficient in tools like JIRA, ServiceNow, and Microsoft products. Her education includes a Bachelor's degree in Computer Science.
Optimizing Net Interest Margin (NIM) in the Financial Sector (With Examples).pdfshruti1menon2
NIM is calculated as the difference between interest income earned and interest expenses paid, divided by interest-earning assets.
Importance: NIM serves as a critical measure of a financial institution's profitability and operational efficiency. It reflects how effectively the institution is utilizing its interest-earning assets to generate income while managing interest costs.
Aritra Bhowmik is an electrical design engineer with over 4 years of experience in lighting, power distribution, and ELV system design for various industrial projects in India and abroad. He has expertise in lighting calculations, single line diagrams, cable sizing, earthing design, and 3D modeling. Currently working as an engineer at Larsen & Toubro Technology Services in Chennai, his responsibilities include design, detailing, coordination, and business continuity management. He holds a B.Tech in electrical engineering and is proficient in AutoCAD, DIALux, Revit MEP, and Microsoft Office applications.
This document discusses randomized data structures and algorithms. It begins by motivating randomized data structures as a way to transform average case runtimes into expected runtimes that are not dependent on specific inputs. It then provides examples of randomized data structures like treaps and randomized skip lists that provide efficient operations like insertion, deletion, and search in expected logarithmic time. It also discusses how randomization can be applied in algorithms like primality testing.
To become the best Forex broker FXMoneyWorld spends a lot of time for creating the best trading conditions, free educational content, bonuses and promotions.
The document discusses minimum spanning trees and two algorithms for finding them: Prim's algorithm and Kruskal's algorithm. Prim's algorithm works by growing a spanning tree from an initial node, always adding the lowest cost edge that connects to a node not yet in the tree. Kruskal's algorithm sorts the edges by cost and builds up a spanning tree by adding edges in order as long as they do not form cycles. Both algorithms find optimal minimum spanning trees for weighted, undirected graphs.
Belinda Beryl Wahl has over 20 years of experience in personal assistant and office administration roles. She has a strong background in diary management, customer service, travel arrangements, accounting tasks, and administrative support. Her experience spans several industries and includes roles such as personal assistant, office administrator, receptionist, and secretary. She has a professional and vibrant work attitude with skills in typing, Microsoft Office, database entry, and account processing.
This document summarizes a talk on dynamic graph algorithms. It begins with an introduction to dynamic graph algorithms, which involve maintaining a graph structure and answering queries efficiently as the graph undergoes a sequence of edge insertions and deletions. It then discusses several examples of fully dynamic algorithms for problems like connectivity, minimum spanning trees, and graph spanners. A key data structure introduced is the Euler tour tree, which represents a dynamic tree as a one-dimensional structure to support efficient updates and queries. The document concludes by outlining a fully dynamic randomized algorithm for maintaining connectivity under edge updates with polylogarithmic update time, using a hierarchical approach with multiple levels of edge partitions and ET trees.
Este documento resume los conceptos clave de la ecología, incluyendo su definición, historia y objetos de estudio. También describe la educación ambiental, conciencia ambiental e incidencia de la educación para crear conciencia sobre los problemas ambientales y la necesidad de acción individual. Finalmente, destaca las cifras de Naciones Unidas sobre escasez de agua y amenazas a los humedales.
This document discusses divide-and-conquer algorithms and their time complexities. It begins with examples of finding the maximum of a set and binary search. It then presents the general steps of a divide-and-conquer algorithm and analyzes time complexity. Several algorithms are discussed including quicksort, merge sort, 2D maxima finding, closest pair problem, convex hull problem, and matrix multiplication. Strategies like divide, conquer, and merge are used to solve problems recursively in fewer comparisons than brute force methods. Many algorithms have a time complexity of O(n log n).
Kruskal's algorithm is used to find the minimum spanning tree of a connected, undirected graph. It works by sorting the edges by weight and building up the minimum spanning tree by adding edges one by one if they do not form cycles, until n-1 edges are added where n is the number of nodes. The algorithm takes as input a weighted, connected graph and outputs the minimum spanning forest by iteratively selecting the lowest cost edge that avoids cycles.
This document discusses binary search trees (BSTs) and their use for dynamic sets. It covers BST operations like search, insert, find minimum/maximum, and successor/predecessor. It also discusses how BSTs can be used to sort in O(n log n) time by inserting elements in order and performing an inorder traversal, similar to quicksort. Maintaining a height of O(log n) for BSTs is discussed as an area for future improvement.
This document describes operations on a B-tree including insertion, deletion, splitting and merging of nodes. It shows a B-tree initially containing 26 items in a balanced structure with all leaves at the same level. Keys are added to the leaf nodes, causing splits that promote keys up the tree and rebalance the structure. Deletion is demonstrated by borrowing or merging with neighboring nodes, or demoting and promoting keys when underflow occurs.
The document outlines various data structures and algorithms for implementing dictionaries and hash tables, including:
- Separate chaining, which handles collisions by storing elements that hash to the same value in a linked list. Find, insert, and delete take average time of O(1).
- Open addressing techniques like linear probing and quadratic probing, which handle collisions by probing to alternate locations until an empty slot is found. These have faster search but slower inserts and deletes.
- Double hashing, which uses a second hash function to determine probe distances when collisions occur, reducing clustering compared to linear probing.
This document provides a professional summary for Madhumita Bairagi, including her contact information, work experience, tools experience, education, and other relevant details. She has over 6 years of experience as a Project Coordinator and Business Analyst, facilitating daily stand-ups and sprint planning. She is skilled in requirements gathering, documentation, and coordinating projects between clients, development teams, and other stakeholders using tools like JIRA, ServiceNow, and Microsoft products. Her experience includes roles in project planning, testing, and release management for clients in insurance, healthcare, and pharmaceutical industries.
The document discusses greedy algorithms and provides examples of problems that can be solved using greedy techniques. It introduces the coin changing problem and activity selection problem. For activity selection, it demonstrates that a greedy approach of always selecting the activity with the earliest finish time results in an optimal solution. It provides pseudo-code for a greedy algorithm and proves that the greedy solution is optimal for the activity selection problem by showing there is always an optimal solution that makes the greedy choice and combining the greedy choice with the optimal solution to the remaining subproblem yields an optimal solution to the original problem.
The document discusses shortest path algorithms for weighted graphs. It introduces Dijkstra's algorithm and the Bellman-Ford algorithm for finding shortest paths. Dijkstra's algorithm works for graphs with non-negative edge weights, while Bellman-Ford can handle graphs with negative edge weights. The document also describes how to find shortest paths in directed acyclic graphs and compute all-pairs shortest paths.
This document provides a professional summary for Madhumita Bairagi, including her contact information, tools experience, and professional experience as a Project Coordinator/Business Analyst. She has over 6 years of experience facilitating Agile and Waterfall projects. Her roles have included requirement gathering, documentation, release management, and acting as a liaison between clients, development teams, and other stakeholders. She is proficient in tools like JIRA, ServiceNow, and Microsoft products. Her education includes a Bachelor's degree in Computer Science.
Optimizing Net Interest Margin (NIM) in the Financial Sector (With Examples).pdfshruti1menon2
NIM is calculated as the difference between interest income earned and interest expenses paid, divided by interest-earning assets.
Importance: NIM serves as a critical measure of a financial institution's profitability and operational efficiency. It reflects how effectively the institution is utilizing its interest-earning assets to generate income while managing interest costs.
Falcon stands out as a top-tier P2P Invoice Discounting platform in India, bridging esteemed blue-chip companies and eager investors. Our goal is to transform the investment landscape in India by establishing a comprehensive destination for borrowers and investors with diverse profiles and needs, all while minimizing risk. What sets Falcon apart is the elimination of intermediaries such as commercial banks and depository institutions, allowing investors to enjoy higher yields.
South Dakota State University degree offer diploma Transcriptynfqplhm
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In a tight labour market, job-seekers gain bargaining power and leverage it into greater job quality—at least, that’s the conventional wisdom.
Michael, LMIC Economist, presented findings that reveal a weakened relationship between labour market tightness and job quality indicators following the pandemic. Labour market tightness coincided with growth in real wages for only a portion of workers: those in low-wage jobs requiring little education. Several factors—including labour market composition, worker and employer behaviour, and labour market practices—have contributed to the absence of worker benefits. These will be investigated further in future work.
A toxic combination of 15 years of low growth, and four decades of high inequality, has left Britain poorer and falling behind its peers. Productivity growth is weak and public investment is low, while wages today are no higher than they were before the financial crisis. Britain needs a new economic strategy to lift itself out of stagnation.
Scotland is in many ways a microcosm of this challenge. It has become a hub for creative industries, is home to several world-class universities and a thriving community of businesses – strengths that need to be harness and leveraged. But it also has high levels of deprivation, with homelessness reaching a record high and nearly half a million people living in very deep poverty last year. Scotland won’t be truly thriving unless it finds ways to ensure that all its inhabitants benefit from growth and investment. This is the central challenge facing policy makers both in Holyrood and Westminster.
What should a new national economic strategy for Scotland include? What would the pursuit of stronger economic growth mean for local, national and UK-wide policy makers? How will economic change affect the jobs we do, the places we live and the businesses we work for? And what are the prospects for cities like Glasgow, and nations like Scotland, in rising to these challenges?
Every business, big or small, deals with outgoing payments. Whether it’s to suppliers for inventory, to employees for salaries, or to vendors for services rendered, keeping track of these expenses is crucial. This is where payment vouchers come in – the unsung heroes of the accounting world.
Dr. Alyce Su Cover Story - China's Investment Leadermsthrill
In World Expo 2010 Shanghai – the most visited Expo in the World History
https://www.britannica.com/event/Expo-Shanghai-2010
China’s official organizer of the Expo, CCPIT (China Council for the Promotion of International Trade https://en.ccpit.org/) has chosen Dr. Alyce Su as the Cover Person with Cover Story, in the Expo’s official magazine distributed throughout the Expo, showcasing China’s New Generation of Leaders to the World.
Enhancing Asset Quality: Strategies for Financial Institutionsshruti1menon2
Ensuring robust asset quality is not just a mere aspect but a critical cornerstone for the stability and success of financial institutions worldwide. It serves as the bedrock upon which profitability is built and investor confidence is sustained. Therefore, in this presentation, we delve into a comprehensive exploration of strategies that can aid financial institutions in achieving and maintaining superior asset quality.
[4:55 p.m.] Bryan Oates
OJPs are becoming a critical resource for policy-makers and researchers who study the labour market. LMIC continues to work with Vicinity Jobs’ data on OJPs, which can be explored in our Canadian Job Trends Dashboard. Valuable insights have been gained through our analysis of OJP data, including LMIC research lead
Suzanne Spiteri’s recent report on improving the quality and accessibility of job postings to reduce employment barriers for neurodivergent people.
Decoding job postings: Improving accessibility for neurodivergent job seekers
Improving the quality and accessibility of job postings is one way to reduce employment barriers for neurodivergent people.
OJP data from firms like Vicinity Jobs have emerged as a complement to traditional sources of labour demand data, such as the Job Vacancy and Wages Survey (JVWS). Ibrahim Abuallail, PhD Candidate, University of Ottawa, presented research relating to bias in OJPs and a proposed approach to effectively adjust OJP data to complement existing official data (such as from the JVWS) and improve the measurement of labour demand.