Exam Details
Subject | Formal Language And Automata | |
Paper | ||
Exam / Course | B.Tech In Computer Science And Engineering (BTCSVI) | |
Department | School of Engineering & Technology (SOET) | |
Organization | indira gandhi national open university | |
Position | ||
Exam Date | June, 2015 | |
City, State | new delhi, |
Question Paper
Construct the minimum state automata equivalent to the transition diagram.
<img src='./qimages/15490-1a.jpg'>
Show that the set L i is not regular.
Define the pumping-lemma for regular set and describe its application.
Design the DFA over to, for even number of and 1's.
Prove
Reduce the following grammar G in to CNF.
G aAD, A aB bAB, B D
Convert the grammar S AA A into Greibach Normal Form (GNF).
Show that L a^P is a prime} is not a context free language.
Design a pushdown automata for the language L a^n b^n 1
If a context free grammar is defined by the production S a |Sa |bSS |SSb show that every string in has more than b's.
Convert the grammar S aSb A bSA to a PDA that accepts the same language by empty stack.
Prove
Construct a DFA with reduced state equivalent to the regular expression 10 11)0*1.
Find the regular expression of the figure.
<img src='./qimages/15490-7a.jpg'>
Construct a grammar G generating the language L b^n 1}.
Define Turing Machine Model and give diagrammatic representation of Turing Machine.
Design a Turing Machine that accepts L b^n 1}.
Define variants of TM.
Define Decidability and Decidable language.
10. Attempt any two from the following:
Define Halting problem of TM.
State Church thesis.
What is CYK algorithm Design or construct a TM to accept the set L of all strings over ending with 010.
<img src='./qimages/15490-1a.jpg'>
Show that the set L i is not regular.
Define the pumping-lemma for regular set and describe its application.
Design the DFA over to, for even number of and 1's.
Prove
Reduce the following grammar G in to CNF.
G aAD, A aB bAB, B D
Convert the grammar S AA A into Greibach Normal Form (GNF).
Show that L a^P is a prime} is not a context free language.
Design a pushdown automata for the language L a^n b^n 1
If a context free grammar is defined by the production S a |Sa |bSS |SSb show that every string in has more than b's.
Convert the grammar S aSb A bSA to a PDA that accepts the same language by empty stack.
Prove
Construct a DFA with reduced state equivalent to the regular expression 10 11)0*1.
Find the regular expression of the figure.
<img src='./qimages/15490-7a.jpg'>
Construct a grammar G generating the language L b^n 1}.
Define Turing Machine Model and give diagrammatic representation of Turing Machine.
Design a Turing Machine that accepts L b^n 1}.
Define variants of TM.
Define Decidability and Decidable language.
10. Attempt any two from the following:
Define Halting problem of TM.
State Church thesis.
What is CYK algorithm Design or construct a TM to accept the set L of all strings over ending with 010.
Other Question Papers
Departments
- Centre for Corporate Education, Training & Consultancy (CCETC)
- Centre for Corporate Education, Training & Consultancy (CCETC)
- National Centre for Disability Studies (NCDS)
- School of Agriculture (SOA)
- School of Computer and Information Sciences (SOCIS)
- School of Continuing Education (SOCE)
- School of Education (SOE)
- School of Engineering & Technology (SOET)
- School of Extension and Development Studies (SOEDS)
- School of Foreign Languages (SOFL)
- School of Gender Development Studies(SOGDS)
- School of Health Science (SOHS)
- School of Humanities (SOH)
- School of Interdisciplinary and Trans-Disciplinary Studies (SOITDS)
- School of Journalism and New Media Studies (SOJNMS)
- School of Law (SOL)
- School of Management Studies (SOMS)
- School of Performing Arts and Visual Arts (SOPVA)
- School of Performing Arts and Visual Arts(SOPVA)
- School of Sciences (SOS)
- School of Social Sciences (SOSS)
- School of Social Work (SOSW)
- School of Tourism & Hospitality Service Sectoral SOMS (SOTHSM)
- School of Tourism &Hospitality Service Sectoral SOMS (SOTHSSM)
- School of Translation Studies and Training (SOTST)
- School of Vocational Education and Training (SOVET)
- Staff Training & Research in Distance Education (STRIDE)
Subjects
- Advanced Computer Architecture
- Artificial Intelligence
- Computer Architecture
- Computer Networks
- Computer Organisations
- Cryptography And Network Security
- Data Structure
- Data Warehousing And Mining
- Database Management System
- Design and Analysis of Algorithm
- Digital Image Processing
- Discrete Maths Structure
- E-Business
- Formal Language And Automata
- Logic Design
- Microprocessor
- Mobile Computing
- Object Oriented Programming
- Operating Systems
- Parallel Algorithms
- Pattern Recognition
- Principles of Programming Lang.
- Real Time Systems
- Software Engineering
- Software Quality Engineering
- Software Reusability
- System Programming And Compiler Design
- Theory Of Computation
- Unix Internals And Shell Programming
- Web Technology