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  1. Exams
  2. GATE CS & IT
  3. Computer Science and Information Technology
  4. Theory of Computation
hard7 marks

Theory of Computation

Regular expressions, finite automata, context-free grammars, push down automata, regular and context-free languages, pumping lemma, Turing machines, undecidability.

7 Topics
35h prep
9.72% subject weight
7 Topics
1

Regular expressions

Patterns for strings using operators: concatenation, union (*, +, ?).

1m2/10
πŸ“Œ Key FormulaKleene star: zero or more.
2

Finite automata

DFA and NFA: finite state machines for recognizing regular languages.

1m3/10
πŸ“Œ Key FormulaNFA to DFA conversion (subset construction).
3

Context-free grammars

CFG: production rules A β†’ Ξ±, used for context-free languages.

1m3/10
πŸ“Œ Key FormulaDerivations, parse trees, ambiguity.
4

Push down automata

PDA: finite automaton with stack memory.

3/10
πŸ“Œ Key FormulaAcceptance by final state or empty stack.
5

Regular and contex-free languages

Properties, closure under operations, pumping lemma for regular and CFL.

2m4/10
πŸ“Œ Key FormulaPumping lemma: if L regular, βˆƒp such that any string lengthβ‰₯p can be pumped.
6

Pumping lemma

Tool to prove that a language is not regular or not context-free.

1m4/10
πŸ“Œ Key FormulaFor regular: βˆƒp s.t. βˆ€|s|β‰₯p, s=xyz, |xy|≀p, |y|>0, xy^iz∈L.
7

Turing machines and undecidability

TM as model of computation; decidability, halting problem, reducibility.

2m4/10
πŸ“Œ Key FormulaHalting problem is undecidable.