STAT 2507 Study Guide - Final Guide: Pspace, Nondeterministic Finite Automaton, Finite-State Machine
23 Oct 2020
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Document Summary
It is being given and it is being proved in the previous chapter that. Pspace is basically the class of the language, whether the language belongs to deterministic finite automata or non-deterministic finite automata it is decidable in the polynomial time turing machine. A language can be said pspace complete if that particular language belongs to pspace. For each and every language pspace hardness is satisfied. Space complexity of pspace is whereas space complexity of the nspace is for each and every value of. So, this implies that language is basically accepted by nspace but it is not accepted by nl. But, it is being known by the space hierarchy theorem that the language is accepted by pspace and also language is accepted by nl. , but as it is being given that is pspace- complete. With the help of space hierarchy theorem it can be proved that.
