Theory of Computation

Theory of Computation 2015.611.1620.1235 AppXBundle for Windows Phone

Free Books & Reference app

Published by Priyanshu Gupta

Theory of Computation Notes based on RGPV/RGTU Syllabus -CS-505 – Theory of Computation Branch: Computer Science and Engineering V SemesterCourse: CS 505 Theory of Computation UNIT 1: ... Read More > or Install Now >

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  • • Version: 2015.611.1620.1235
  • • Price: Free
  • • Content rating: None
  • • Requirements: Windows Phone 8.1
  • • File name: theory-of-computation.appxbundle

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  • • Added: June 22, 2016
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Theory of Computation / Screenshots

Theory of Computation / Description

Theory of Computation Notes based on RGPV/RGTU Syllabus -

CS-505 – Theory of Computation
Branch: Computer Science and Engineering V Semester
Course: CS 505 Theory of Computation

UNIT 1: Automat Basic machine, FSM , Transition graph, Transition matrix, Deterministic and nondeterministic FSM’S, Equivalence of DFA and NDFA, Mealy & Moore machines, minimization of finite automata, Two-way finite automata. Regular Sets and Regular Grammars: Alphabet, words, Operations, Regular sets, Finite automata and regular expression, Myhill- Nerode theorem Pumping lemma and regular sets, Application of pumping lemma, closure properties of regular sets.

UNIT 2: Context –Free Grammars: Introduction to CFG, Regular Grammars, Derivation trees and Ambiguity, Simplification of Context free grammars, Normal Forms (Chomsky Normal Form and Greibach Normal forms).

UNIT 3: Pushdown Automat Definition of PDA, Deterministic Pushdown Automata, PDA corresponding to given CFG, CFG corresponding to a given PDA. Context Free Languages: The pumping lemma for CFL’s, Closure properties of CFL’s, Decision problems involving CFL’s.

UNIT 4: Turing Machines: Introduction, TM model, representation and languages acceptability of TM Design of TM,Universal TM & Other modification, Church’s hypothesis, composite & iterated TM. Turing machine as enumerators.Properties of recursive & recursively enumerable languages,Universal Turing machine

UNIT 5: Tractable and Untractable Problems: P, NP, NP complete and NP hard problems, examples of these problems like satisfy ability problems, vertex cover problem, Hamiltonian path problem, traveling sales man
problem, Partition problem etc.

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