We present the INCLP(R) system, a new Constraint Logic Programming system for nonlinear constraints over the reals, based on interval techniques. A first evaluation shows that we can improve on other systems in a number of areas. INCLP(R) is written in Prolog using Constraint Handling Rules and is the first nonlinear CLP system implemented using this technology. Directions for future research are given.INFSYS Research Report 1843-06-02status: publishe
AbstractMany real problems can be treated as constraint satisfaction problems (CSPs), a type of prob...
A reliable symbolic-numeric algorithm for solving nonlinear systems over the reals is designed. The ...
AbstractThis paper is an introduction to Newton, a constraint programming language over nonlinear re...
Nonlinear constraints over the real numbers appear in many application domains, like chemistry, econ...
Abstract. Nonlinear constraints over the real numbers appear in many application domains, like chemi...
Existing interval constraint logic programming languages, such as BNR Prolog, work under the framewo...
Solving nonlinear constraints over real numbers is a complex problem. Hence constraint logic program...
Solving nonlinear constraints over real numbers is a complex problem. Hence constraint logic program...
Solving nonlinear constraints over real numbers is a complex problem. Hence constraint logic program...
AbstractWe present in this paper a unified processing for real, integer, and Boolean constraints bas...
Solving nonlinear constraints over real numbers is a complex problem. Hence constraint logic progra...
CLP(BNR) is a constraint system based on relational interval arithmetic and forms part of BNR Prolog...
The design and implementation of constraint logic programming (CLP) languages over intervals is revi...
Constraint programming is often associated with solving problems over finite domains. Many applicati...
Solving nonlinear constraints over real numbers is a complex problem. Hence constraint logic program...
AbstractMany real problems can be treated as constraint satisfaction problems (CSPs), a type of prob...
A reliable symbolic-numeric algorithm for solving nonlinear systems over the reals is designed. The ...
AbstractThis paper is an introduction to Newton, a constraint programming language over nonlinear re...
Nonlinear constraints over the real numbers appear in many application domains, like chemistry, econ...
Abstract. Nonlinear constraints over the real numbers appear in many application domains, like chemi...
Existing interval constraint logic programming languages, such as BNR Prolog, work under the framewo...
Solving nonlinear constraints over real numbers is a complex problem. Hence constraint logic program...
Solving nonlinear constraints over real numbers is a complex problem. Hence constraint logic program...
Solving nonlinear constraints over real numbers is a complex problem. Hence constraint logic program...
AbstractWe present in this paper a unified processing for real, integer, and Boolean constraints bas...
Solving nonlinear constraints over real numbers is a complex problem. Hence constraint logic progra...
CLP(BNR) is a constraint system based on relational interval arithmetic and forms part of BNR Prolog...
The design and implementation of constraint logic programming (CLP) languages over intervals is revi...
Constraint programming is often associated with solving problems over finite domains. Many applicati...
Solving nonlinear constraints over real numbers is a complex problem. Hence constraint logic program...
AbstractMany real problems can be treated as constraint satisfaction problems (CSPs), a type of prob...
A reliable symbolic-numeric algorithm for solving nonlinear systems over the reals is designed. The ...
AbstractThis paper is an introduction to Newton, a constraint programming language over nonlinear re...