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Mar 28, 1984 · A class of metrics decomposable into a nonnegative linear combination of cut-metrics is described, and it is shown that the separation problem for cut cones ...
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Oct 22, 2024 · Metrics and undirected cuts. February 1985; Mathematical Programming ... Also a class of metrics decomposable into a nonnegative linear ...
Also a class of metrics decomposable into a nonnegative linear combination of cut-metrics is described, and it is shown that the separation problem for cut ...
Suppose that G is an undirected graph whose edges have nonnegative integer-valued lengths. I(e), and that {$¡, t₁}, . . ., {$m, m} are pairs of its vertices.
Metrics and undirected cuts · A. Karzanov · Published in Mathematical programming 1 June 1985 · Mathematics.
Mar 1, 2019 · In a max-flow/min-cut problem, you can not have the idea of undirected graph actually. The graph may not have directions along with the edges. ...
Missing: Metrics | Show results with:Metrics
TL;DR: The new class of cycle inequalities is described and the facet property for several subclasses is proved and the “lifting” procedure for constructing ...
Sep 2, 2012 · There are plenty of algorithms for finding the min-cut of an undirected graph. Karger's algorithm is a simple yet effective randomized algorithm.
Mar 12, 2014 · Suppose we have an undirected graph G=(V,E) such that edges in E have weights taking values from {−1,+1}. We define the cut-set for S⊆V as the ...
May 29, 2017 · Given a connected graph G = (V, E), I want to find all of the 1-cuts. A 1-cut is just a single edge whose removal splits G into 2 connected ...
Missing: Metrics | Show results with:Metrics