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The dfa package implements a deterministic finite automata for use to define stateful computations that are easier understood when transitions are specified explicitly. The API is more interested in using the DFA to clearly define stateful computation, rather than actually being used to recognize languages.
The implementation has all the normal compnents:
For each transition, Q × Σ → Q, you must specify a function to run that will supply the next letter, rather than the input being on some "tape."
import "github.com/lytics/dfa"
// Define states.
Starting = dfa.State("starting")
Finishing = dfa.State("finishing")
// Define letters.
Done = dfa.Letter("done")
Repeat = dfa.Letter("repeat")
// Error reporting is done by user code.
var errors []error
// Define stateful computations.
starting := func() dfa.Letter {
if err := do(); err != nil {
errors = append(errors, err)
return Repeat
} else {
return Done
}
}
finishing := func() {
fmt.Println("all finished")
}
// Order matter, set start and terminal states first.
d := dfa.New()
d.SetStartState(Starting)
d.SetTerminalStates(Finishing)
d.SetTransition(Starting, Done, Finishing, finishing)
d.SetTransition(Starting, Repeat, Starting, starting)
// Calls the given function in a new go-routine,
// unless there were initialization errors.
// Blocks until the DFA accepts its input or
// its Stop() function is called. The final state
// is returned, and accepted == true if the final
// state is a terminal state.
final, accepted := d.Run(starting)
// Error handling is up to the user application.
for _, err := range errors {
...
}The functions given when defining the transitions must have one of two types:
Functions associated with a transition ending in a terminal state must give a function that returns no letter. Functions that transition to non-terminal states must return a letter.
Calling the GraphViz method will generate a string of GraphViz text which can then generate a flow diagram of the DFA.
// States
Starting := State("starting")
Running := State("running")
Resending := State("resending")
Finishing := State("finishing")
Exiting := State("exiting")
Terminating := State("terminating")
// Letters
Failure := Letter("failure")
SendFailure := Letter("send-failure")
SendSuccess := Letter("send-success")
EverybodyStarted := Letter("everybody-started")
EverybodyFinished := Letter("everybody-finished")
ProducersFinished := Letter("producers-finished")
Exit := Letter("exit")
d := New()
d.SetStartState(Starting)
d.SetTerminalStates(Exiting, Terminating)
...
d.SetTransition(Starting, EverybodyStarted, Running, ...)
d.SetTransition(Starting, Failure, Exiting, ...)
d.SetTransition(Starting, Exit, Exiting, ...)
d.SetTransition(Running, SendFailure, Resending, ...)
d.SetTransition(Running, ProducersFinished, Finishing, ...)
d.SetTransition(Running, Failure, Exiting, ...)
d.SetTransition(Running, Exit, Exiting, ...)
d.SetTransition(Resending, SendSuccess, Running, ...)
d.SetTransition(Resending, SendFailure, Resending, ...)
d.SetTransition(Resending, Failure, Exiting, ...)
d.SetTransition(Resending, Exit, Exiting, ...)
d.SetTransition(Finishing, EverybodyFinished, Terminating, ...)
d.SetTransition(Finishing, Failure, Exiting, ...)
d.SetTransition(Finishing, Exit, Exiting, ...)
fmt.Println(d.GraphViz())The above code generates the output:
digraph {
"starting" -> "running"[label="everybody-started"];
"resending" -> "exiting"[label="exit"];
"starting" -> "exiting"[label="exit"];
"running" -> "exiting"[label="failure"];
"resending" -> "exiting"[label="failure"];
"finishing" -> "exiting"[label="failure"];
"starting" -> "exiting"[label="failure"];
"running" -> "resending"[label="send-failure"];
"running" -> "finishing"[label="producers-finished"];
"running" -> "exiting"[label="exit"];
"resending" -> "running"[label="send-success"];
"resending" -> "resending"[label="send-failure"];
"finishing" -> "terminating"[label="everybody-finished"];
"finishing" -> "exiting"[label="exit"];
}
Which when given to the GraphViz command line tool would visualize the DFA like this:
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