What is the goal of pushdown automata? What is special about it?
What is a step relation in a pushdown automaton?
How does a transition work in an NPDA (pushdown automaton)?
Thus from action a[b/c], a is removed from the input, b is removed from the stack in favour of b.
What is the definition of an empty stack language?
How can we change an NPDA with a non-empty stack into one that finishes with an empty stack?
How can we change an NPDA with empty stack into one that does not neccesarily have one?
What is this proof?
How to go from context-free grammar to NPDA?
How do you go from NPDA (pushdown) to context-free?
What is a DPDA?
What is a NPDA?
pushdown automaton (with stack)