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Common terms and phrasesAft-convex argmin assume base polyhedron combinatorial concave functions conjugacy conjugate convex analysis convex combination convex extension convex hull cost flow problem cost function defined denote discrete convex functions distance function domg domR domz effective domain electrical network equilibrium equivalent exchange axiom exists feasible flow finite follows function g functions section G Rv G supp+(x G Zv Hence implies indicator function inequality infimal convolution integer points integer-valued integrally convex function L-convex polyhedron linear Lovasz extension M-convex set M-convex submodular flow M-EXC[Z M-separation M^-concave matrix maximal minimum cost flow Minkowski sum Murota Murota-Shioura network flow nonempty Note optimality criterion polyhedral M-convex functions polyhedron polynomial positively homogeneous proper convex function Proposition quadratic function RU o0 satisfies submodular flow problem submodular function submodular set function subset supermodular theorem Theorem triangle inequality valuated matroid vertex Popular passagesPage 375 - DD Siljak, Large-Scale Dynamic Systems: Stability and Structure (North-Holland, New York, 1978). References to this bookFrom other books
From Google ScholarGraph Cuts and Efficient ND Image SegmentationYuri Boykov, Gareth Funka-Lea - 2006 - International Journal of Computer Vision The Theory of Discrete Lagrange Multipliers for Nonlinear Discrete ...Benjamin W Wah, Zhe Wu Using a Technology-Enriched Environment to Improve Higher-Order ...Michael H Hopson, Richard L Simms, Gerald A Knezek Using a Technology-Enriched Environment to Improve Higher-Order ...Michael H Hopson, Richard L Simms, Gerald A Knezek References from web pagesAlgorithms in Discrete Convex Analysis (researchindex) Science Links Japan | Discrete Optimization Algorithms based on ... Discrete convex analysis Introduction to the Central Concepts DROPS - Document Discrete convex analysis Discrete Convex Analysis - Cambridge University Press Satoru Iwata Selected publications of K. Murota Discrete convex analysis , by Kazuo Murota, SIAM Monographs on ... Bibliographic information
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