JNTUK B.TECH R20 2-2 Syllabus For Formal languages and automata theory PDF 2022
January 12, 2022 2022-01-12 16:12JNTUK B.TECH R20 2-2 Syllabus For Formal languages and automata theory PDF 2022
JNTUK B.TECH R20 2-2 Syllabus For Formal languages and automata theory PDF 2022
cynohub_admin Get Complete Lecture Notes for Formal languages and automata theory on Cynohub APP
Download the APP Now! ( Click Here )
You will be able to find information about Formal languages and automata theory along with its Course Objectives and Course outcomes and also a list of textbook and reference books in this blog.You will get to learn a lot of new stuff and resolve a lot of questions you may have regarding Formal languages and automata theory after reading this blog. Formal languages and automata theory has 5 units altogether and you will be able to find notes for every unit on the CynoHub app. Formal languages and automata theory can be learnt easily as long as you have a well planned study schedule and practice all the previous question papers, which are also available on the CynoHub app.
All of the Topic and subtopics related to Formal languages and automata theory are mentioned below in detail. If you are having a hard time understanding Formal languages and automata theory or any other Engineering Subject of any semester or year then please watch the video lectures on the official CynoHub app as it has detailed explanations of each and every topic making your engineering experience easy and fun.
Formal languages and automata theory Unit One
Finite Automata: Need of Automata theory, Central Concepts of Automata Theory, Automation, Finite Automation, Transition Systems, Acceptance of a String, DFA, Design of DFAs, NFA, Design of NFA, Equivalence of DFA and NFA, Conversion of NFA into DFA, Finite Automata with Є-Transitions, Minimization of Finite Automata, Finite Automata with output-Mealy and Moore Machines, Applications and Limitation of Finite Automata.
Formal languages and automata theory Unit Two
Regular Expressions, Regular Sets, Identity Rules, Equivalence of two RE, Manipulations of REs, Finite Automata and Regular Expressions, Inter Conversion, Equivalence between FA and RE, Pumping Lemma of Regular Sets, Closure Properties of Regular Sets, Grammars, Classification of Grammars, Chomsky Hierarchy Theorem, Right and Left Linear Regular Grammars, Equivalence between RG and FA, Inter Conversion.
Get Complete Lecture Notes for Formal languages and automata theory on Cynohub APP
Download the APP Now! ( Click Here )
Formal languages and automata theory Unit Three
Formal Languages, Context Free Grammar, Leftmost and Rightmost Derivations, Parse Trees, Ambiguous Grammars, Simplification of Context Free Grammars-Elimination of Useless Symbols, Є-Productions and Unit Productions, Normal Forms-Chomsky Normal
Form and Greibach Normal Form, Pumping Lemma, Closure Properties, Applications of Context Free Grammars.
Formal languages and automata theory Unit Four
Pushdown Automata, Definition, Model, Graphical Notation, Instantaneous Description, Language Acceptance of Pushdown Automata, Design of Pushdown Automata, Deterministic and Non – Deterministic Pushdown Automata, Equivalence of Pushdown Automata and Context Free Grammars, Conversion, Two Stack Pushdown Automata, Application of Pushdown Automata.
Formal languages and automata theory Unit Five
Turning Machine: Definition, Model, Representation of TMs-Instantaneous Descriptions, Transition Tables and Transition Diagrams, Language of a TM, Design of TMs, Types of TMs, Church’s Thesis, Universal and Restricted TM, Decidable and Un-decidable Problems, Halting Problem of TMs, Post’s Correspondence Problem, Modified PCP, Classes of P and NP, NP-Hard and NP-Complete Problems.
Formal languages and automata theory Course Objectives
To learn fundamentals of Regular and Context Free Grammars and Languages
To understand the relation between Regular Language and Finite Automata and machines
To learn how to design Automata’s and machines as Acceptors, Verifiers and Translators
To understand the relation between Contexts free Languages, PDA and TM
To learn how to design PDA as acceptor and TM as Calculators
Formal languages and automata theory Course Outcomes
By the end of the course students can
Classify machines by their power to recognize languages.
Summarize language classes & grammars relationship among them with the help of Chomsky hierarchy
Employ finite state machines to solve problems in computing
Illustrate deterministic and non-deterministic machines
Quote the hierarchy of problems arising in the computer science
Formal languages and automata theory Text Books
Introduction to Automata Theory, Languages and Computation, J. E. Hopcroft, R. Motwani and J. D. Ullman, 3rd Edition, Pearson, 2008
Theory of Computer Science-Automata, Languages and Computation, K. L. P. Mishra and N. Chandrasekharan, 3rd Edition, PHI, 2007
Formal languages and automata theory Reference Books
Elements of Theory of Computation, Lewis H.P. & Papadimition C.H., Pearson /PHI
Theory of Computation, V. Kulkarni, Oxford University Press, 2013
Theory of Automata, Languages and Computation, Rajendra Kumar, McGraw Hill, 2014
Scoring Marks in Formal languages and automata theory
Scoring a really good grade in Formal languages and automata theory is a difficult task indeed and CynoHub is here to help!. Please watch the video below and find out how to get 1st rank in your B.tech examinations . This video will also inform students on how to score high grades in Formal languages and automata theory . There are a lot of reasons for getting a bad score in your Formal languages and automata theory exam and this video will help you rectify your mistakes and help you improve your grades.
Information about JNTUK B.Tech R20 Formal languages and automata theory was provided in detail in this article. To know more about the syllabus of other Engineering Subjects of JNTUH check out the official CynoHub application. Click below to download the CynoHub application.
Get Complete Lecture Notes for Formal languages and automata theory on Cynohub APP
Download the APP Now! ( Click Here )
