Flows in infinite networks represented b
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B. Fuchssteiner; K. Morisse
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Article
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1997
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Elsevier Science
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English
β 294 KB
We are concerned with minimal cost flows in infinite networks. As an application of a Hahn-Banach type monotone extension theorem for convex cones, an abstract theorem characterizing minimal cost flows by local price systems is obtained for a general vector lattice situation. This result extends the