Abstract. We consider the extent to which it's possible, given 8 program p for computing a function, f, to Find an optimal program p ' which also computes f and is either provably equivalent to p or else provably an optimal program. Our methods and problems come chiefly from abstract recurslon-theoretic complexity theory, but some of our results may be viewed as directly challenging the intuitive interpretatIon of earlier results In the area. Key words and phrases: abstract complexity, theory, prOVing equivalence or correctness of programs
For various settings and various dynamic criteria for gauging optimality of programs,there does not ...
AbstractWe give a correspondence between two notions of complexity for real functions: poly-time com...
this paper we develope a connection between optimal propositional proof systems and structural compl...
Our objective is to find large classes of equivalent programs which can be simply characterized so t...
AbstractWe show that some open problems concerning comparative schematology and logics of programs a...
P versus NP is one of the most important and unsolved problems in computer science. This consists on...
Complexity lower bounds like P != NP assert impossibility results for all possible programs of some ...
Case, JohnThe three content chapters of this doctoral dissertation involve each of the concepts Comp...
AbstractThe complexity of the equivalence problem for several classes of simple programs with a fixe...
Many important problems in computer science, such as CLIQUE, COLORING, and TRAVELLING SALESPERSON, ...
In this note we discuss some drawbacks of some approaches to the classification of NP-complete optim...
P versus NP is considered as one of the most important open problems in computer science. This consi...
The symbolic computations of recursive programmes were investigated with the aim of study of complex...
In this paper we address the complexity of postoptimality analysis of 0/1 programs with a linear obj...
A treatment is given of a class of program transformations Σ with the property that for each program...
For various settings and various dynamic criteria for gauging optimality of programs,there does not ...
AbstractWe give a correspondence between two notions of complexity for real functions: poly-time com...
this paper we develope a connection between optimal propositional proof systems and structural compl...
Our objective is to find large classes of equivalent programs which can be simply characterized so t...
AbstractWe show that some open problems concerning comparative schematology and logics of programs a...
P versus NP is one of the most important and unsolved problems in computer science. This consists on...
Complexity lower bounds like P != NP assert impossibility results for all possible programs of some ...
Case, JohnThe three content chapters of this doctoral dissertation involve each of the concepts Comp...
AbstractThe complexity of the equivalence problem for several classes of simple programs with a fixe...
Many important problems in computer science, such as CLIQUE, COLORING, and TRAVELLING SALESPERSON, ...
In this note we discuss some drawbacks of some approaches to the classification of NP-complete optim...
P versus NP is considered as one of the most important open problems in computer science. This consi...
The symbolic computations of recursive programmes were investigated with the aim of study of complex...
In this paper we address the complexity of postoptimality analysis of 0/1 programs with a linear obj...
A treatment is given of a class of program transformations Σ with the property that for each program...
For various settings and various dynamic criteria for gauging optimality of programs,there does not ...
AbstractWe give a correspondence between two notions of complexity for real functions: poly-time com...
this paper we develope a connection between optimal propositional proof systems and structural compl...