Add to ORKGApproximate Farkas Lemmas and Stopping Rules for Iterative Infeasible-Point Algorithms for Linear Programmin
We present a form of Farkas' lemma for bilevel inequality systems and use it to obtain a complete ch...
This thesis studies the classical finite pivot methods for solving linear programs and their efficie...
AbstractA generalization of the nonhomogeneous Farkas′ lemma is presented. Applications of our resul...
Under mild assumptions, the classical Farkas lemma approach to Lagrange multiplier theory is extende...
Farkas' lemma is a fundamental result from linear programming providing linear certificates for infe...
Comments on: Farkas' lemma: three decades of generalizations for mathematical optimization
Orientador: Sandra Augusta SantosDissertação (mestrado profissional) - Universidade Estadual de Camp...
In linear programming it is known that an appropriate non-homogeneous Farkas Lemma leads to a short ...
An Infeasible-Interior-Point Potential-Reduction Algorithm for Linear Programmin
AbstractGiven A∈Zm×n and b∈Zm, we consider the issue of existence of a solution x∈Nn to the system o...
Potential Function Methods For Approximately Solving Linear Programming Problems breaks new ground i...
Abstract: Boolean valued analysis is applied to deriving operator versions of the classical Farkas L...
A Lower Bound on the Number of Iterations of Long-Step and Polynomial Interior-Point Linear Programm...
ABSTRACT: We study a problem of linear programming in the setting of a vector space over a linearly ...
In this short paper, we present a new constraint qualification (CQ) for linear semi-infinite program...
We present a form of Farkas' lemma for bilevel inequality systems and use it to obtain a complete ch...
This thesis studies the classical finite pivot methods for solving linear programs and their efficie...
AbstractA generalization of the nonhomogeneous Farkas′ lemma is presented. Applications of our resul...
Under mild assumptions, the classical Farkas lemma approach to Lagrange multiplier theory is extende...
Farkas' lemma is a fundamental result from linear programming providing linear certificates for infe...
Comments on: Farkas' lemma: three decades of generalizations for mathematical optimization
Orientador: Sandra Augusta SantosDissertação (mestrado profissional) - Universidade Estadual de Camp...
In linear programming it is known that an appropriate non-homogeneous Farkas Lemma leads to a short ...
An Infeasible-Interior-Point Potential-Reduction Algorithm for Linear Programmin
AbstractGiven A∈Zm×n and b∈Zm, we consider the issue of existence of a solution x∈Nn to the system o...
Potential Function Methods For Approximately Solving Linear Programming Problems breaks new ground i...
Abstract: Boolean valued analysis is applied to deriving operator versions of the classical Farkas L...
A Lower Bound on the Number of Iterations of Long-Step and Polynomial Interior-Point Linear Programm...
ABSTRACT: We study a problem of linear programming in the setting of a vector space over a linearly ...
In this short paper, we present a new constraint qualification (CQ) for linear semi-infinite program...
We present a form of Farkas' lemma for bilevel inequality systems and use it to obtain a complete ch...
This thesis studies the classical finite pivot methods for solving linear programs and their efficie...
AbstractA generalization of the nonhomogeneous Farkas′ lemma is presented. Applications of our resul...