Category:Shelf:Automata theory
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Automata theory
Books on this shelf deal with automata theory: the study of abstract machines and problems which they are able to solve. An automaton is a mathematical model for a finite state machine (FSM). A FSM is a machine that, given an input of symbols, "jumps", or transitions, through a series of states according to a transition function. In the common variety of FSMs, this transition function tells the automaton which state to go to next given a current state and a current symbol. Note, however, that, in general, an automaton need not have a finite number of states, or even a countable number of states. An automaton need not strictly accept or reject an input; it may accept it with some probability between zero and one. Automata play a major role in compiler design and parsing.


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The following 2 subcategories may be of interest, out of 2 total.
C
 Book:Cellular Automata (27 pages)
S
 Book:SelfReplicating Automata (8 pages)
Pages in category "Shelf:Automata theory"
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The following 3 pages are in this category, out of 3 total.