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FOCS 1992

Efficient Minimum Cost Matching Using Quadrangle Inequality

Conference Paper Accepted Paper Algorithms and Complexity ยท Theoretical Computer Science

Abstract

The authors present efficient algorithms for finding a minimum cost perfect matching, and for solving the transportation problem in bipartite graphs, G = (Red union Blue, Red * Blue), where mod Red mod = n, mod Blue mod = m, n >

Authors

Keywords

  • Cost function
  • Bipartite graph
  • Transportation
  • Contracts
  • Computer science
  • Polynomials
  • Euclidean distance
  • Diagonal
  • Straight Line
  • Less Than Or Equal
  • Greater Than Or Equal
  • Parallelization
  • Clockwise
  • Time Complexity
  • Counterclockwise
  • Set Of Elements
  • Elements
  • Perfect Match
  • Left Part
  • Linear Time
  • Algorithm For Problem
  • Total Demand
  • Red Points
  • Number Of Chains
  • Optimal Transport

Context

Venue
IEEE Symposium on Foundations of Computer Science
Archive span
1975-2025
Indexed papers
3809
Paper id
717458621759759946
v2026.09.13