Directed submodularity, ditroids and directed submodular flows

From MaRDI portal
Publication:1116891

DOI10.1007/BF01589420zbMath0665.90075OpenAlexW2022245976MaRDI QIDQ1116891

Liqun Qi

Publication date: 1988

Published in: Mathematical Programming. Series A. Series B (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1007/bf01589420




Related Items (24)

Strongly polynomial and fully combinatorial algorithms for bisubmodular function minimizationCircuit separation for symmetric matroidsA characterization of bisubmodular functionsMinimizing submodular functions on diamonds via generalized fractional matroid matchingsA polyhedral approach to bisubmodular function minimizationThe delta-sum of matching delta-matroidsCoverings and delta-coveringsFrom matrix pivots to graphs in surfaces: exploring combinatorics through partial dualsRecent progress on integrally convex functionsGeneralized roof duality and bisubmodular functionsCharacterizations of the set of integer points in an integral bisubmodular polyhedronBipolarization of posets and natural interpolationThe Orthant Non-Interaction Theorem for Certain Combinatorial Polyhedra and its Implications in the Intersection and the Dilworth Truncation of Bisubmodular FunctionsRepresentability of \(\bigtriangleup\)-matroids over \(GF(2)\)\(b\)-matching degree-sequence polyhedraL-extendable functions and a proximity scaling algorithm for minimum cost multiflow problemPolynomial combinatorial algorithms for skew-bisubmodular function minimizationDiscrete convexity and polynomial solvability in minimum 0-extension problemsOn structures of bisubmodular polyhedraAn exact cutting plane method for \(k\)-submodular function maximizationSigned ring families and signed posetsGeneralized skew bisubmodularity: a characterization and a min-max theoremBisubmodular polyhedra, simplicial divisions, and discrete convexityParametric bisubmodular function minimization and its associated signed ring family



Cites Work


This page was built for publication: Directed submodularity, ditroids and directed submodular flows