Class DFAState

java.lang.Object
org.antlr.v4.runtime.dfa.DFAState

public class DFAState extends Object
A DFA state represents a set of possible ATN configurations. As Aho, Sethi, Ullman p. 117 says "The DFA uses its state to keep track of all possible states the ATN can be in after reading each input symbol. That is to say, after reading input a1a2..an, the DFA is in a state that represents the subset T of the states of the ATN that are reachable from the ATN's start state along some path labeled a1a2..an." In conventional NFA→DFA conversion, therefore, the subset T would be a bitset representing the set of states the ATN could be in. We need to track the alt predicted by each state as well, however. More importantly, we need to maintain a stack of states, tracking the closure operations as they jump from rule to rule, emulating rule invocations (method calls). I have to add a stack to simulate the proper lookahead sequences for the underlying LL grammar from which the ATN was derived.

I use a set of ATNConfig objects not simple states. An ATNConfig is both a state (ala normal conversion) and a RuleContext describing the chain of rules (if any) followed to arrive at that state.

A DFA state may have multiple references to a particular state, but with different ATN contexts (with same or different alts) meaning that state was reached via a different set of rule invocations.

  • Field Details

  • Constructor Details

    • DFAState

      public DFAState()
    • DFAState

      public DFAState(int stateNumber)
    • DFAState

      public DFAState(ATNConfigSet configs)
  • Method Details

    • getAltSet

      public Set<Integer> getAltSet()
      Get the set of all alts mentioned by all ATN configurations in this DFA state.
    • hashCode

      public int hashCode()
      Overrides:
      hashCode in class Object
    • equals

      public boolean equals(Object o)
      Two DFAState instances are equal if their ATN configuration sets are the same. This method is used to see if a state already exists.

      Because the number of alternatives and number of ATN configurations are finite, there is a finite number of DFA states that can be processed. This is necessary to show that the algorithm terminates.

      Cannot test the DFA state numbers here because in ParserATNSimulator.addDFAState(DFA, DFAState) we need to know if any other state exists that has this exact set of ATN configurations. The stateNumber is irrelevant.

      Overrides:
      equals in class Object
    • toString

      public String toString()
      Overrides:
      toString in class Object