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Optimization
A Journal of Mathematical Programming and Operations Research
Volume 33, 1995 - Issue 2
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Original Articles

“More(Same)-for-Less” Paradox In Minimal Cost Network Flow Problem

A. Gupta Department of Mathematics, Indian Institute of Technology Hauz-Khas, New-Delhi, 110016, India
&
M. C. Puri Department of Mathematics, Indian Institute of Technology Hauz-Khas, New-Delhi, 110016, India
Pages 167-177 | Published online: 20 Mar 2007

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Read on this site (2)

Michael J. Ryan. (2000) The distribution model the more for less (nothing) paradox and economies of scale and scope: some nonlinear extensions. Journal of Discrete Mathematical Sciences and Cryptography 3:1-3, pages 203-211.
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H. Arsham. (1996) On the more-for-less paradoxical situations in linear programs: A parametric optimization approach. Journal of Information and Optimization Sciences 17:3, pages 485-500.
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Articles from other publishers (5)

Tanveen Kaur Bhatia, Amit Kumar & Srimantoorao S. AppadooTanveen Kaur Bhatia, Amit Kumar & Srimantoorao S. Appadoo. 2023. More-for-Less Solutions in Fuzzy Transportation Problems. More-for-Less Solutions in Fuzzy Transportation Problems 1 6 .
Sonia. (2012) Flow constrained minimum cost flow problem. OPSEARCH 49:2, pages 154-168.
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Michael J. Ryan. (2005) Framing, Switching and Preference Reversals. Theory and Decision 57:3, pages 181-211.
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Michael J. Ryan. (2004) Goal programming, regulation and generalised economies of scale and scope. European Journal of Operational Research 152:1, pages 56-71.
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Michael J. Ryan. (2000) The distribution problem, the more for less (nothing) paradox and economies of scale and scope. European Journal of Operational Research 121:1, pages 92-104.
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