Tuesday, 8 May 2018

Introduction to The Design and Analysis of Algorithms - Lecture Notes, Study Materials and Important questions answers



Introduction to The Design and Analysis of Algorithms
- Lecture Notes, Study Materials and Important questions answers




Subject : Introduction to The Design and Analysis of Algorithms

Chapter 1 Introduction

  1. Introduction to the Design and Analysis of Algorithms - Answer (click here)
  2. What Is an Algorithm? - Answer (click here)
  3. Fundamentals of Algorithmic Problem Solving - Answer (click here)
  4. Ascertaining the Capabilities of the Computational Device - Answer (click here)
  5. Algorithm Design Techniques - Answer (click here)
  6. Designing an Algorithm and Data Structures - Answer (click here)
  7. Methods of Specifying an Algorithm - Answer (click here)
  8. Proving an Algorithm’s Correctness - Answer (click here)
  9. Analyzing an Algorithm - Answer (click here)
  10. Coding an Algorithm - Answer (click here)
  11. Important Problem Types in Algorithms Analysis - Answer (click here)
  12. Fundamental Data Structures - Answer (click here)

Chapter 2 Fundamentals of the Analysis of Algorithm Eficiency

  1. The Analysis Framework - Answer (click here)
  2. Asymptotic Notations and Basic Efficiency Classes - Answer (click here)
  3. Mathematical Analysis of Non recursive Algorithms - Answer (click here)
  4. Mathematical Analysis of Recursive Algorithms - Answer (click here)
  5. Example: Computing the nth Fibonacci Number - Answer (click here)
  6. Empirical Analysis of Algorithms - Answer (click here)
  7. Algorithm Visualization - Answer (click here)

Chapter 3 Brute Force and Exhaustive Search

  1. Brute Force and Exhaustive Search - Answer (click here)
  2. Selection Sort and Bubble Sort - Answer (click here)
  3. Sequential Search and Brute-Force String Matching - Answer (click here)
  4. Closest-Pair and Convex-Hull Problems by Brute Force - Answer (click here)
  5. Exhaustive Search - Answer (click here)
  6. Depth-First Search and Breadth-First Search - Answer (click here)

Chapter 4 Decrease and Conquer

  1. Decrease and Conquer - Answer (click here)
  2. Insertion Sort - Answer (click here)
  3. Topological Sorting - Answer (click here)
  4. Algorithms for Generating Combinatorial Objects - Answer (click here)
  5. Decrease by a Constant Factor Algorithms - Answer (click here)
  6. Variable Size Decrease Algorithms - Answer (click here)

Chapter 5 Divide and Conquer

  1. Divide and Conquer - Answer (click here)
  2. Mergesort - Answer (click here)
  3. Quicksort - Answer (click here)
  4. Binary Tree Traversals and Related Properties - Answer (click here)
  5. Multiplication of Large Integers - Answer (click here)
  6. Strassen’s Matrix Multiplication - Answer (click here)
  7. The Closest Pair Problem by Divide and Conquer - Answer (click here)
  8. Convex Hull Problems by Divide and Conquer - Answer (click here)

Chapter 6 Transform and Conquer

  1. Transform and Conquer - Answer (click here)
  2. Presorting - Answer (click here)
  3. Gaussian Elimination - Answer (click here)
  4. Balanced Search Trees: AVL Trees and 2-3 Trees - Answer (click here)
  5. Heaps and Heapsort - Answer (click here)
  6. Horner’s Rule and Binary Exponentiation - Answer (click here)
  7. Problem Reduction - Answer (click here)

Chapter 7 Space and Time Trade Offs

  1. Space and Time Trade-Offs - Answer (click here)
  2. Sorting by Counting - Answer (click here)
  3. Input Enhancement in String Matching: Horspool’s and Boyer-Moore Algorithm - Answer (click here)
  4. Open and Closed Hashing - Answer (click here)
  5. B-Trees Algorithms - Answer (click here)

Chapter 8 Dynamic Programming

  1. Dynamic Programming - Answer (click here)
  2. Dynamic Programming: Three Basic Examples - Answer (click here)
  3. The Knapsack Problem and Memory Functions - Answer (click here)
  4. Optimal Binary Search Trees - Answer (click here)
  5. Warshall’s and Floyd’s Algorithms - Answer (click here)

Chapter 9 Greedy Technique

  1. Greedy Technique - Answer (click here)
  2. Prim’s Algorithm - Answer (click here)
  3. Kruskal’s Algorithm - Answer (click here)
  4. Dijkstra’s Algorithm - Answer (click here)
  5. Huffman Trees and Codes - Answer (click here)

Chapter 10 Iterative Improvement

  1. Iterative Improvement - Answer (click here)
  2. The Simplex Method - Answer (click here)
  3. The Iterative Maximum-Flow Problem - Answer (click here)
  4. Maximum Matching in Bipartite Graphs - Answer (click here)
  5. The Stable Marriage Problem - Answer (click here)

Chapter 11 Limitations of Algorithm Power

  1. Limitations of Algorithm Power - Answer (click here)
  2. Lower-Bound Arguments - Answer (click here)
  3. Decision Trees algorithms - Answer (click here)
  4. P , NP , and NP-Complete Problems - Answer (click here)
  5. Challenges of Numerical Algorithms - Answer (click here)

Chapter 12 Coping with the Limitations of Algorithm Power

  1. Coping with the Limitations of Algorithm Power - Answer (click here)
  2. Backtracking - Answer (click here)
  3. Branch-and-Bound - Answer (click here)
  4. Approximation Algorithms for NP -Hard Problems - Answer (click here)
  5. Approximation Algorithms for the Traveling Salesman Problem - Answer (click here)
  6. Approximation Algorithms for the Knapsack Problem - Answer (click here)
  7. Algorithms for Solving Nonlinear Equations - Answer (click here)

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