Automata Languages and Computation Assignment Help

Automata is derived from the Greek word meaning "self-acting". Automata theory deals with the study of abstract computing devices in computer science. Understanding the word automata is critical as it is closely related to compiler design, formal language theory, artificial intelligence, theory of computation, parsing and formal verification.

If you are looking for Automata Assignment help or Automata homework help, then you are at the right place. Our Automata, languages and computation experts are available 24*7 to provide you online support. We assure you plagiarism free quality solution with complete referencing style and in-text citation to cater to requirements of students across geographies. Quality and timely help with Automata, Languages and Computation assignment can be guaranteed with mathassignmentexperts.

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Some of the topics on which our experts can provide you with online Automata, Languages and Computation assignment help, thesis help and project help are:

  • Deterministic finite automata (DFA)

  • Nondeterministic finite automata (NFA)

  • Regular languages

  • Closure properties of regular languages

  • Myhill-Nerode Theorem and its uses

  • Turing Machines and its variants

  • Regular Languages

  • Recursive and Recursively Enumerable Sets

  • Complement construction

  • Product construction

  • Complexity

  • Diagonalisation and Reducibility

  • Primitive and Partial Recursive Functions

  • Cook’s Theorem

  • Equivalence of Different Models of Computation

  • Closure Properties

  • Pumping Lemma for CFL

  • Context-Free Languages

  • Pumping Lemma and its applications

  • Church-Turing Thesis

  • Minimisation of Finite Automata

  • NP and NP-Completeness

  • Rice’s Theorem and its Applications

  • Regular Expressions

  • Equivalence of Deterministic and Non-Deterministic Finite Automata

  • Pushdown Automata

  • Chomsky Normal Form

  • Kleene’s Theorem

  • Universality and Halting Problem

  • Closure Properties

  • Parameter Theorem

  • Context-Free Grammar

  • Computable Functions

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