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Department: Computer Sotware and Inormation Technology Engineering CSE IT

Design and Analysis of Algorithms - CS8451, CS6402

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Design and Analysis of Algorithms

CS6402 Design and Analysis of Algorithms - Anna University 2013 Regulation Syllabus - Download Pdf
CS8451 Design and Analysis of Algorithms - Anna University 2017 Regulation Syllabus - Download Pdf
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Design and Analysis of Algorithms - CS6402 May June 2015 Question Paper
Design and Analysis of Algorithms - CS6402 May June 2016 Question Paper
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Design and Analysis of Algorithms - CS6402 Nov Dec 2015 Question Paper
Design and Analysis of Algorithms - CS6402 Nov Dec 2016 Question Paper
Design and Analysis of Algorithms - CS6402 Nov Dec 2017 Question Paper
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-:- Introduction to the Design and Analysis of Algorithms
-:- What Is an Algorithm?
-:- Fundamentals of Algorithmic Problem Solving
-:- Ascertaining the Capabilities of the Computational Device
-:- Algorithm Design Techniques
-:- Designing an Algorithm and Data Structures
-:- Methods of Specifying an Algorithm
-:- Proving an Algorithm’s Correctness
-:- Analyzing an Algorithm
-:- Coding an Algorithm
-:- Important Problem Types in Algorithms Analysis
-:- Fundamental Data Structures
-:- The Analysis Framework
-:- Asymptotic Notations and Basic Efficiency Classes
-:- Mathematical Analysis of Non recursive Algorithms
-:- Mathematical Analysis of Recursive Algorithms
-:- Example: Computing the nth Fibonacci Number
-:- Empirical Analysis of Algorithms
-:- Algorithm Visualization
-:- Brute Force and Exhaustive Search
-:- Selection Sort and Bubble Sort
-:- Sequential Search and Brute-Force String Matching
-:- Closest-Pair and Convex-Hull Problems by Brute Force
-:- Exhaustive Search
-:- Depth-First Search and Breadth-First Search
-:- Decrease and Conquer
-:- Insertion Sort
-:- Topological Sorting
-:- Algorithms for Generating Combinatorial Objects
-:- Decrease by a Constant Factor Algorithms
-:- Variable Size Decrease Algorithms
-:- Divide and Conquer
-:- Mergesort
-:- Quicksort
-:- Binary Tree Traversals and Related Properties
-:- Multiplication of Large Integers
-:- Strassen’s Matrix Multiplication
-:- The Closest Pair Problem by Divide and Conquer
-:- Convex Hull Problems by Divide and Conquer
-:- Transform and Conquer
-:- Presorting
-:- Gaussian Elimination
-:- Balanced Search Trees: AVL Trees and 2-3 Trees
-:- Heaps and Heapsort
-:- Horner’s Rule and Binary Exponentiation
-:- Problem Reduction
-:- Space and Time Trade-Offs
-:- Sorting by Counting
-:- Input Enhancement in String Matching: Horspool’s and Boyer-Moore Algorithm
-:- Open and Closed Hashing
-:- B-Trees Algorithms
-:- Dynamic Programming
-:- Dynamic Programming: Three Basic Examples
-:- The Knapsack Problem and Memory Functions
-:- Optimal Binary Search Trees
-:- Warshall’s and Floyd’s Algorithms
-:- Greedy Technique
-:- Prim’s Algorithm
-:- Kruskal’s Algorithm
-:- Dijkstra’s Algorithm
-:- Huffman Trees and Codes
-:- Iterative Improvement
-:- The Simplex Method
-:- The Iterative Maximum-Flow Problem
-:- Maximum Matching in Bipartite Graphs
-:- The Stable Marriage Problem
-:- Limitations of Algorithm Power
-:- Lower-Bound Arguments
-:- Decision Trees algorithms
-:- P , NP , and NP-Complete Problems
-:- Challenges of Numerical Algorithms
-:- Coping with the Limitations of Algorithm Power
-:- Backtracking
-:- Branch-and-Bound
-:- Approximation Algorithms for NP -Hard Problems
-:- Approximation Algorithms for the Traveling Salesman Problem
-:- Approximation Algorithms for the Knapsack Problem
-:- Algorithms for Solving Nonlinear Equations