A DFA which recognize “abcabd” as a substring. the diagram
digraph finite_state_machine {
node [shape = doublecircle]; "abcabd" ;
node [shape = circle]; "start" "a" "ab" "abc" "abca" "abcab" ;
rankdir=LR;
"start" -> "start" [ label = "b, c, d" ];
"start" -> "a" [ label = "a" ];
"a" -> "a" [ label = "a" ];
"a" -> "start" [ label = "c, d" ];
"a" -> "ab" [ label = "b" ];
"ab" -> "a" [ label = "a" ];
"ab" -> "start" [ label = "b, d" ];
"ab" -> "abc" [ label = "c" ];
"abc" -> "start" [ label = "b, c, d" ];
"abc" -> "abca" [ label = "a" ];
"abca" -> "a" [ label = "a" ];
"abca" -> "start" [ label = "c, d" ];
"abca" -> "abcab" [ label = "b" ];
"abcab" -> "a" [ label = "a" ];
"abcab" -> "start" [ label = "b" ];
"abcab" -> "abc" [ label = "c" ];
"abcab" -> "abcabd" [ label = "d" ];
"abcabd" -> "abcabd" [ label = "a, b, c, d" ];
}
A DFA which recognize numbers which conjugate to 3 in binary forms. the diagram
digraph finite_state_machine {
node [shape = doublecircle]; "zero" "0mod3" ;
node [shape = circle]; "start" "1mod3" "2mod3" ;
rankdir=LR;
"start" -> "zero" [ label = "0" ];
"start" -> "1mod3" [ label = "1" ];
"1mod3" -> "0mod3" [ label = "1" ];
"1mod3" -> "2mod3" [ label = "0" ];
"0mod3" -> "0mod3" [ label = "0" ];
"0mod3" -> "1mod3" [ label = "1" ];
"2mod3" -> "1mod3" [ label = "0" ];
"2mod3" -> "2mod3" [ label = "1" ];
}