… In this section we study the complexity of the problem of deciding the nondeterminism level
of a given automaton. Note we refer here to the syntactic class (eg, deciding whether a given …

… We assume the reader is familiar with basic computational complexity; a good reference is
[2]. The complexity class L denotes the problems solvable in log-space, while PSPACE is the …

… the Nondeterministic and Randomized Boolean Hierarchies, … complexity classes within and
across these two hierarchies. In particular, we prove that the Randomized Boolean Hierarchy …

… Furthermore, I speculate about future developments of computational complexity and I …
computational complexity. In the opposite direction I discuss how the computational complexity …

… This implies that 𝐿𝑘 ∈ BPP/1 by using a constructive upper bound for this regime of time
complexity. We first specify the … A hierarchy for nondeterministic time complexity. J. Comput. …

… those graph problems that can be computed locally in nondeterministic constant time. …
time."" Because of the nature of the proof, we care about what the time complexity is when n …

… Indeed, we can easily simulate the oracle machine for A using a nondeterministic Turing
transducer also in time f(n) that guesses the answers of the B oracle and writes a conjunction of …

… structure. In addition to specific problems, our method can be used to explain why the structure
… We show that, under SETH, the maximum time complexity for such a property expressible …

… and on various nondeterminism measures for finite automata. In particular, we focus on
state complexity comparisons between NFAs with quantified ambiguity or nondeterminism. …

… Say we want to show a hierarchy for DTIME, like we do in the complexity … ) time. Assume
towards contradiction that there exists a nondeterministic TM M running in nondeterministic time …