AbstractTraditionally, powerdomains have been used to provide models for various forms of nondeterminism in semantics. We establish a similar analogy between zero finding methods in numerical analysis and powerdomains: Different powerdomain constructions correspond to different types of behavior exhibited by numerical methods for zero finding. By combining this observation with the basic quantitative paradigm provided by measurement, a simple and uniform method for analyzing zero finding algorithms is obtained
AbstractThe invariance of the topological degree under certain homotopies is used to computationally...
AbstractIn the context of standard abstract interpretation theory, a reduced relative power operatio...
AbstractIt is well known that allowing nondeterminism in a finite automaton can produce in the most ...
Traditionally, powerdomains have been used to provide models for various forms of nondeterminism in ...
AbstractTraditionally, powerdomains have been used to provide models for various forms of nondetermi...
If the meaning of a deterministic program may be considered to be a function from D to D, where D is...
AbstractUnbounded nondeterminism has played a fundamental role in the areas of refinement between mo...
AbstractThis note shows a simple connection between powerdomains and modal assertions that can be ma...
AbstractIn this paper we investigate the Plotkin powerdomain under order-theoretical aspects. We ans...
AbstractThe amount of nondeterminism that a pushdown automaton requires to recognize an input string...
AbstractWe describe an algorithm to count the number of distinct real zeros of a polynomial (square)...
What is a solution of a system of polynomial differential equations ? This paper provides an origina...
n the popular literature there is a certain fascina-tion with the concept of zero [1]–[3]. While tod...
The relationship between the structure of a domain and the complexity of computing over that domain ...
This paper describes a set of algorithms for isolating the real zeros of a univariate polynomial wit...
AbstractThe invariance of the topological degree under certain homotopies is used to computationally...
AbstractIn the context of standard abstract interpretation theory, a reduced relative power operatio...
AbstractIt is well known that allowing nondeterminism in a finite automaton can produce in the most ...
Traditionally, powerdomains have been used to provide models for various forms of nondeterminism in ...
AbstractTraditionally, powerdomains have been used to provide models for various forms of nondetermi...
If the meaning of a deterministic program may be considered to be a function from D to D, where D is...
AbstractUnbounded nondeterminism has played a fundamental role in the areas of refinement between mo...
AbstractThis note shows a simple connection between powerdomains and modal assertions that can be ma...
AbstractIn this paper we investigate the Plotkin powerdomain under order-theoretical aspects. We ans...
AbstractThe amount of nondeterminism that a pushdown automaton requires to recognize an input string...
AbstractWe describe an algorithm to count the number of distinct real zeros of a polynomial (square)...
What is a solution of a system of polynomial differential equations ? This paper provides an origina...
n the popular literature there is a certain fascina-tion with the concept of zero [1]–[3]. While tod...
The relationship between the structure of a domain and the complexity of computing over that domain ...
This paper describes a set of algorithms for isolating the real zeros of a univariate polynomial wit...
AbstractThe invariance of the topological degree under certain homotopies is used to computationally...
AbstractIn the context of standard abstract interpretation theory, a reduced relative power operatio...
AbstractIt is well known that allowing nondeterminism in a finite automaton can produce in the most ...