On the sufficiency of finite support duals in semi-infinite linear programming Amitabh Basua , Kipp Martinb , Christopher Thomas Ryanb a b

Source URL: www.ams.jhu.edu

Projection: A Unified Approach to Semi-Infinite Linear Programs and Duality in Convex Programming Amitabh Basu Kipp Martin Christopher Thomas Ryan March 17, 2014

Source URL: www.ams.jhu.edu

Interfacing NEOS from R The R package rneos Bernhard Pfaff Invesco Asset Management Deutschland GmbH, Frankfurt am Main

Source URL: www.pfaffikus.de

• Applied mathematics
• Linear programming
• AMPL
• MOSEK
• Semidefinite programming
• Invesco
• Semi-infinite
• Global optimization
• Operations research
• Mathematical optimization
• Mathematics

Constrained global optimization Arnold Neumaier University of Vienna Vienna, Austria

Source URL: solon.cma.univie.ac.at

• Applied mathematics
• Global optimization
• Optimization problem
• Semi-infinite programming
• Mathematical optimization
• Mathematical analysis
• Mathematics

PDF Document

Source URL: www-2.dc.uba.ar

• Theoretical computer science
• Generalized semi-infinite programming
• Semi-infinite programming
• Robust optimization
• Convex optimization
• Constraint
• Optimization problem
• Combinatorial optimization
• Karush–Kuhn–Tucker conditions
• Mathematical optimization
• Mathematical analysis
• Mathematics

Constrained global optimization Arnold Neumaier University of Vienna Vienna, Austria

Source URL: www.mat.univie.ac.at

• Applied mathematics
• Global optimization
• Optimization problem
• Semi-infinite programming
• Mathematical optimization
• Mathematical analysis
• Mathematics