AbstractA new notion of an oracle machine being ‘helped’ by an oracle set is introduced. It is required that the oracle machine is ‘robust’, i.e., it always computes the same set independent of the oracle. The main result states that the class of sets that can be computed by deterministic polynomial time algorithms being helped by some oracle set is exactly NP ∩ co-NP. Some connections to probabilistic classes are also investigated
AbstractIn contrast to deterministic or nondeterministic computation, it is a fundamental open probl...
The present work investigates Gold style algorithmic learning from inputoutput examples whereby the...
AbstractThe present work investigates Gold-style algorithmic learning from input–output examples whe...
AbstractA new notion of an oracle machine being ‘helped’ by an oracle set is introduced. It is requi...
We revisit robust machines and helping oracles introduced by Uwe Schöning [23] three decades ago. A ...
AbstractThe concept of helping by robust oracle Turing machines, introduced recently by Schöning, is...
AbstractReducibility defined by oracle strong nondeterministic machines is studied. Two definitions ...
AbstractWe consider the uniform model of computation over arbitrary structures with two constants. F...
Various types of probabilistic algorithms play an increasingly important role in computer science, e...
AbstractWe consider several questions on the computational power of PP, the class of sets accepted b...
AbstractA robust machine is a machine that maintains some computational property for every oracle. I...
AbstractWe consider the relation between the relativized polynomial time hierarchy and relativizatio...
As soon as Bennett and Gill first demonstrated that, relative to a randomly chosen oracle, P is not ...
AbstractCircuit-size complexity is compared with deterministic and nondeterministic time complexity ...
We provide a complete picture of the extent to which amplification of success probability is possibl...
AbstractIn contrast to deterministic or nondeterministic computation, it is a fundamental open probl...
The present work investigates Gold style algorithmic learning from inputoutput examples whereby the...
AbstractThe present work investigates Gold-style algorithmic learning from input–output examples whe...
AbstractA new notion of an oracle machine being ‘helped’ by an oracle set is introduced. It is requi...
We revisit robust machines and helping oracles introduced by Uwe Schöning [23] three decades ago. A ...
AbstractThe concept of helping by robust oracle Turing machines, introduced recently by Schöning, is...
AbstractReducibility defined by oracle strong nondeterministic machines is studied. Two definitions ...
AbstractWe consider the uniform model of computation over arbitrary structures with two constants. F...
Various types of probabilistic algorithms play an increasingly important role in computer science, e...
AbstractWe consider several questions on the computational power of PP, the class of sets accepted b...
AbstractA robust machine is a machine that maintains some computational property for every oracle. I...
AbstractWe consider the relation between the relativized polynomial time hierarchy and relativizatio...
As soon as Bennett and Gill first demonstrated that, relative to a randomly chosen oracle, P is not ...
AbstractCircuit-size complexity is compared with deterministic and nondeterministic time complexity ...
We provide a complete picture of the extent to which amplification of success probability is possibl...
AbstractIn contrast to deterministic or nondeterministic computation, it is a fundamental open probl...
The present work investigates Gold style algorithmic learning from inputoutput examples whereby the...
AbstractThe present work investigates Gold-style algorithmic learning from input–output examples whe...