We propose a novel solution approach for polynomial programming problems with equality constraints. By means of a generic transformation, we show that solution schemes for the, typically simpler, problem without equalities can be used to address the problem with equalities. In particular, we propose new solution schemes for mixed binary programs, pure 0–1 quadratic programs, and the stable set problem
AbstractA method for generating polynomial invariants of imperative programs is presented using the ...
In this paper we investigate the use of a system of multivariate polynomials to represent the restri...
Abstract. A bilevel program is an optimization problem whose constraints involve another optimizatio...
We propose a novel solution approach for polynomial programming problems with equality constraints. ...
Hierarchies of semidefinite programs have been used to approximate or even solve polynomial programs...
Semidefinite programming has been used successfully to build hierarchies of convex relaxations to ap...
We consider the classical problem of invariant generation for programs with polynomial assignments a...
AbstractA polynomial programming problem is a nonlinear programming problem where the objective func...
Systems of linear inequalities, systems of linear equations, packaging problems, minimax problems ar...
Linear arithmetic constraints in the form of equalities and inequalities constitute the vast majorit...
This paper shows how the solutions of constraint satisfac-tion problems that involve only polynomial...
One of the main tasks of mathematical diagnostics is the strict separation of two finite sets in Eucl...
In this paper, we propose to enhance Reformulation-Linearization Technique (RLT)-based linear progra...
Computational methods are considered for finding a point that satisfies the second-order necessary c...
AbstractThis paper is concerned with the generation of tight equivalent representations for mixed-in...
AbstractA method for generating polynomial invariants of imperative programs is presented using the ...
In this paper we investigate the use of a system of multivariate polynomials to represent the restri...
Abstract. A bilevel program is an optimization problem whose constraints involve another optimizatio...
We propose a novel solution approach for polynomial programming problems with equality constraints. ...
Hierarchies of semidefinite programs have been used to approximate or even solve polynomial programs...
Semidefinite programming has been used successfully to build hierarchies of convex relaxations to ap...
We consider the classical problem of invariant generation for programs with polynomial assignments a...
AbstractA polynomial programming problem is a nonlinear programming problem where the objective func...
Systems of linear inequalities, systems of linear equations, packaging problems, minimax problems ar...
Linear arithmetic constraints in the form of equalities and inequalities constitute the vast majorit...
This paper shows how the solutions of constraint satisfac-tion problems that involve only polynomial...
One of the main tasks of mathematical diagnostics is the strict separation of two finite sets in Eucl...
In this paper, we propose to enhance Reformulation-Linearization Technique (RLT)-based linear progra...
Computational methods are considered for finding a point that satisfies the second-order necessary c...
AbstractThis paper is concerned with the generation of tight equivalent representations for mixed-in...
AbstractA method for generating polynomial invariants of imperative programs is presented using the ...
In this paper we investigate the use of a system of multivariate polynomials to represent the restri...
Abstract. A bilevel program is an optimization problem whose constraints involve another optimizatio...