Finite automata - Samenvattingen, Aantekeningen en Examens

Op zoek naar een samenvatting over Finite automata? Op deze pagina vind je 25 samenvattingen over Finite automata.

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Exam (elaborations) COMP 208
  • Exam (elaborations) COMP 208

  • Tentamen (uitwerkingen) • 2 pagina's • 2023
  • 1. Create a DFA for some given languages and vice versa. 2. Find the transition function δ or transition table for a given DFA and vice versa. 3. Test either the given string is accepted or rejected based on a given DFA
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CS3052 Computational Complexity FULL COURSE
  • CS3052 Computational Complexity FULL COURSE

  • College aantekeningen • 35 pagina's • 2022
  • Personal revision notes
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COS3701 Summary.
  • COS3701 Summary.

  • Samenvatting • 14 pagina's • 2021
  • TERMS: i. FSM: Finite State Machine (Lowest level machine, basic computations) ii. CFL: Context Free Language (Capable of a little higher level computations) iii. TM: Turing Machine (High Level Computations) iv. Undecidable: Problems that cannot be solved by any machine v. Symbol examples: a, b, c, 0, 1, 2, 3.... vi. Alphabet: denoted by 'sigma': collection of symbols eg. {a,b} or {d, e, f, g} or {0, 1, 2} vii. String: sequence of symbols eg.a,b,0, aa, bb, ab, 01 viii. Language: Set ...
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Theory of Computer Science (TCS) Theory of Computer Science (TCS)
  • Theory of Computer Science (TCS)

  • College aantekeningen • 120 pagina's • 2021
  • Class notes for Theory of Computer Science, Computer Engineering (SEM V), covering important sums, solutions to questions from past papers, easy and complete methods to score full.
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COS2601 Theoretical Computer Science II Example examination paper and solutions
  • COS2601 Theoretical Computer Science II Example examination paper and solutions

  • Tentamen (uitwerkingen) • 11 pagina's • 2021
  • COS2601 Theoretical Computer Science II Example examination paper and solutions (a) Let S = {a bb bab abaab}. For each of the following strings, state whether or not it is a word in S*: (i) abbabaabab (ii) abaabbabbbaabb (2) (b) Give an example of a set S such that S* only contains all possible strings of combinations of a’s and b’s that have length divisible by three. (4) (c) Give an example of two sets S and T of strings such that S* = T* but S ⊄ T and T ⊄ S. (4) ANSWER TO QU...
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