Sudhakar Atchala

CONVERSION OF FINITE AUTOMATA TO REGULAR EXPRESSION USING STATE ELIMINATION METHOD TOC FLAT

Sudhakar Atchala

Knuth-Morris-Pratt KMP String Matching Algorithm DAA LPS TABLE Pattern Matching

Sudhakar Atchala

ANDOR graph Decision Problem AOG Design & Analysis of Algorithms DAA

Sudhakar Atchala

Reducibility(Reduction) Cook’s Theorem Relation between P and NP NP Complete vs NP Hard DAA

Sudhakar Atchala

Prove that NCDP is NP-HARD NP-COMPLETE Prove that CDP reducible to NCDP DAA Algorithms

Sudhakar Atchala

Node Cover Decision Problem(NCDP) Vertex Cover Decision Problem Design & Analysis of Algorithms

Sudhakar Atchala

Clique decision problem(CDP) in DAA NP Hard NP Complete Design & Analysis of Algorithms

Sudhakar Atchala

Satisfiability Problem in DAA SAT CNF Satisfiability Problem Design & Analysis of Algorithms

Sudhakar Atchala

Deterministic & Non-Deterministic Algorithms in DAA Sorting & Searching Algorithms Design

Sudhakar Atchala

P Class & NP Class Problems NP Complete Problems I NP Hard Problems DAA Algorithms

Sudhakar Atchala

Matrix Chain Multiplication Using Dynamic Programming Design and Analysis of Algorithms DAA

Sudhakar Atchala

Matrix Chain Multiplication Using Dynamic Programming Design and Analysis of Algorithms DAA

Sudhakar Atchala

Introduction to Backtracking Backtracking General Method Algorithm for Backtracking DAA

Sudhakar Atchala

Branch and Bound – Introduction & General Method FIFO vs LC Control Abstraction for LC SearchDAA

Sudhakar Atchala

Ford-Fulkerson's Algorithm in DAA Ford-Fluckerson's Algorithm Design and Analysis of Algorithm

Sudhakar Atchala

Graph Coloring Problem using Backtracking Design and Analysis of Algorithms Ex 3 M Coloring

Sudhakar Atchala

Graph Coloring Problem using Backtracking Design and Analysis of Algorithms Ex 2 M Coloring

Sudhakar Atchala

OBST Example p(1 4 ) =( 120, 15, 110, 120) q(0 4) = ( 15,110, 15,120,120 )

Sudhakar Atchala

Introduction to Optimal Binary Search Tree Design and Analysis of algorithms Dynamic Programming

Sudhakar Atchala

01 Knapsack Problem Using Dynamic Programming Tabulation Method DAA Algorithms Example2

Sudhakar Atchala

01 Knapsack Problem Using Dynamic Programming Tabulation Method DAA Algorithms Example1

Sudhakar Atchala

01 Knapsack Problem Using Dynamic Programming Set method Design and Analysis of Algorithms

Sudhakar Atchala

Develop algorithm for Finding Sum of Array Elements Smallest(Min) Largest(Max) Sorting DAA

Sudhakar Atchala

Develop an Algorithm to find Reverse of a number Palindrome number or not Factorial DAA

Sudhakar Atchala

[New] Single Source Shortest Path Algorithm Dijkstra Algorithm Greedy Method DAA Algorithms

Sudhakar Atchala

[New] Job Sequencing with Deadlines Greedy Method Design & Analysis of Algorithms DAA

Sudhakar Atchala

Knapsack Problem All Greedy Strategies & Feasible Solutions Greedy Method Fractional DAA

Sudhakar Atchala

T(n)=2T(n2)+n T(n)=2T(n2)+2 Recurrence Relations Substitution Method DAA

Sudhakar Atchala

T(n) = 2T(n-1) + 1 Recurrence Relation using Substitution Method Design & Analysis of Algorithm

Sudhakar Atchala

Recurrence Relations – Substitution Method T(n)=T(n−1)+1 T(n)=T(n−1)+2 T(n)=T(n−1)+n DAA

Sudhakar Atchala