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The algebraic Monge property and path problems
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由 W Bein 著作2005被引用 8 次 — We give algorithmic results for combinatorial problems with cost arrays possessing certain algebraic Monge properties. We extend Monge-array results for two ...
The Algebraic Monge Property and Path Problems
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由 W Bein 著作被引用 8 次 — We give algorithmic results for combinatorial problems with cost arrays possessing certain algebraic Monge properties. We extend Monge-array results for two ...
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The algebraic Monge property and path problems
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We give algorithmic results for combinatorial problems with cost arrays possessing certain algebraic Monge properties. We extend Monge-array results for two ...
[PDF] The algebraic Monge property and path problems
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The algebraic Monge property and path problems · W. Bein, P. Brucker, +1 author. James K. Park · Published in Discrete Applied Mathematics 30 January 2005 ...
The algebraic Monge property and path problems
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We give algorithmic results for combinatorial problems with cost arrays possessing certain algebraic Monge properties. We extend Monge-array results for two ...
(PDF) Algebraic Monge Property and Applications
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In this paper, we show that Monge-array results for two sum-of-edge-costs shortest-path problems can likewise be extended to a general algebraic setting, ...
James K. Park
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2024年4月25日 — Wolfgang W. Bein, Peter Brucker, Lawrence L. Larmore, James K. Park: The algebraic Monge property and path problems. Discret. Appl. Math.
The algebraic Monge property and path problems (Q1765525)
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instance of · scholarly article ; title. The algebraic Monge property and path problems (English) ; author · Peter Brucker ; published in · Discrete Applied ...
The algebraic Monge property and path problems ...
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The algebraic Monge property and path problems ; Erscheinungsdatum: 2005 ; Herausgeber: ELSEVIER SCIENCE BV ; Enthalten in: DISCRETE APPLIED MATHEMATICS ; Band: 145.
Fast Algorithms with Algebraic Monge Properties
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We show that Monge-array results for two sum-of-edge-costs shortest-path problems can likewise be extended to a general algebraic setting, provided the problems ...