Optimization on graphs with variable-weight edges

Optimization on graphs with variable-weight edges

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Article ID: iaor20031579
Country: Netherlands
Volume: 63
Issue: 12
Start Page Number: 1926
End Page Number: 1931
Publication Date: Dec 2002
Journal: Automation and Remote Control
Authors:
Abstract:

Generalized problems of optimization on graphs, in which the weight of every edge is a vector function of unknown variables admitting a resource interpretation is studied. A Lagrange relaxation algorithm generates an approximate solution, verifies whether the solution is optimal, and estimates the solution accuracy. A class of separable programming problems for which the algorithm generates the solution is described.

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