DFA Minimization

In computer science, more specifically in the branch of automata theory, DFA minimization is the task of transforming a given deterministic finite automaton (DFA) into an equivalent DFA that has minimum number of states. Here, two DFAs are called equivalent if they recognize the same regular language. Several different algorithms accomplishing this task are known and described in standard textbooks on automata theory.

Read more about DFA Minimization:  Minimum DFA, Unreachable States, NFA Minimization

Other articles related to "dfa minimization, dfas":

DFA Minimization - NFA Minimization
... While the above procedures work for DFAs, the method of partitioning does not work for non-deterministic finite automata (NFAs) ...