Add to ORKGNondeterminism is typically used as an inherent part of the computational models used incomputational complexity. However, much work has been done looking at nondeterminism asa separate resource added to deterministic machines. This survey examines several differentapproaches to limiting the amount of nondeterminism, including Kintala and Fischer\u27s βhierarchy, and Cai and Chen\u27s guess-and-check model
This collection of recent papers on computational complexity theory grew out of activities during a ...
We study three levels in a hierarchy of nondeterminism: A nondeterministic automaton $\cal A$ is det...
AbstractAn attempt is made to introduce the non-expert reader to the many aspects of a relatively ne...
Nondeterminism is typically used as an inherent part of the computational models used incomputationa...
The solutions of certain natural decision problems such as the halting problem and the boolean satis...
AbstractWe preliminarily recap what is meant by complexity and non-Turing computation, by way of exp...
Coordinated Science Laboratory was formerly known as Control Systems LaboratoryNational Science Foun...
AbstractNondeterministic parallel complexity classes are investigated using two different nondetermi...
In this note we propose a model for unbounded nondeterministic computation which provides a very nat...
book is dedicated to Daniel and Ellie. Preface This book should be of interest to anyone who would l...
We preliminarily recap what is meant by complexity and non-Turing computation, by way of explanation...
Computational complexity theory is a subfield of computer science originating in computability theor...
AbstractThe main properties of deterministic and nondeterministic space complexity classes are given...
From November 28 to December 3 2010, the Dagstuhl Seminar 10481 ``Computational Counting\u27\u27 wa...
Estimating the computational complexity of discrete problems constitutes one of the central and clas...
This collection of recent papers on computational complexity theory grew out of activities during a ...
We study three levels in a hierarchy of nondeterminism: A nondeterministic automaton $\cal A$ is det...
AbstractAn attempt is made to introduce the non-expert reader to the many aspects of a relatively ne...
Nondeterminism is typically used as an inherent part of the computational models used incomputationa...
The solutions of certain natural decision problems such as the halting problem and the boolean satis...
AbstractWe preliminarily recap what is meant by complexity and non-Turing computation, by way of exp...
Coordinated Science Laboratory was formerly known as Control Systems LaboratoryNational Science Foun...
AbstractNondeterministic parallel complexity classes are investigated using two different nondetermi...
In this note we propose a model for unbounded nondeterministic computation which provides a very nat...
book is dedicated to Daniel and Ellie. Preface This book should be of interest to anyone who would l...
We preliminarily recap what is meant by complexity and non-Turing computation, by way of explanation...
Computational complexity theory is a subfield of computer science originating in computability theor...
AbstractThe main properties of deterministic and nondeterministic space complexity classes are given...
From November 28 to December 3 2010, the Dagstuhl Seminar 10481 ``Computational Counting\u27\u27 wa...
Estimating the computational complexity of discrete problems constitutes one of the central and clas...
This collection of recent papers on computational complexity theory grew out of activities during a ...
We study three levels in a hierarchy of nondeterminism: A nondeterministic automaton $\cal A$ is det...
AbstractAn attempt is made to introduce the non-expert reader to the many aspects of a relatively ne...