A min max problem

DOI10.1007/BF01919246zbMath0453.90058OpenAlexW1974461387MaRDI QIDQ3901296

Sushma Bansal, Munish C. Puri

Publication date: 1980

Published in: Zeitschrift für Operations Research (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1007/bf01919246

zbMATH Keywords

optimal solutionconvergence proceduresmin max problemsminmax procedureMurty's approachsecond-best solutions

Mathematics Subject Classification ID

Linear programming (90C05)

Related Items (21)

BRANCHING TECHNIQUE FOR A BI-OBJECTIVE TWO-STAGE ASSIGNMENT PROBLEM ⋮ An iterative algorithm for two level hierarchical time minimization transportation problem ⋮ A feasible flow-based iterative algorithm for the two-level hierarchical time minimization transportation problem ⋮ Bilevel time minimizing assignment problem ⋮ On ranking of feasible solutions of a bottleneck linear programming problem ⋮ A bilevel bottleneck programming problem ⋮ An improved algorithm for two stage time minimization assignment problem ⋮ On bilevel fractional programming ⋮ A solution technique for capacitated two-level hierarchical time minimization transportation problem ⋮ On the bottleneck linear programming problem ⋮ A polynomial algorithm for a two-stage time minimizing transportation problem. ⋮ Bilevel time minimizing transportation problem ⋮ Bicriteria bottleneck linear programming problem ⋮ Two level hierarchical time minimizing transportation problem ⋮ Max-min sum minimization transportation problem ⋮ A priority based assignment problem ⋮ A priority based time minimization transportation problem ⋮ An iterative solution technique for capacitated two-stage time minimization transportation problem ⋮ The stochastic bottleneck linear programming problem ⋮ Extension of particle swarm optimization algorithm for solving two-level time minimization transportation problem ⋮ An alternate approach to solve two-level priority based assignment problem

Cites Work

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• Application of Programs with Maximin Objective Functions to Problems of Optimal Resource Allocation
• Time‐minimizing transportation problems
• Letter to the Editor—An Algorithm for Ranking all the Assignments in Order of Increasing Cost
• The bottleneck transportation problem

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