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Published July 24, 2023 | Version v1.3
Software Open

kahypar/mt-kahypar: v1.3

  • 1. Karlsruher Institute of Technology
  • 2. Karlsruhe Institute for Technology
  • 3. Apple
  • 4. Karlsruhe Institute of Technology
  • 5. @second-state

Description

New features:

  • Interface for implementing new objective function (without having to modify the internal implementation of the refinement algorithms)
  • Support for sum-of-external-degree metric
  • Mt-KaHyPar can map a (hyper)graph H onto a target graph G now. The objective is to minimize the weight of all Steiner trees induced by the hyperedges of H on G. This objective function is especially useful when modeling wire-lengths in VLSI design or communication costs in distributed system when some processors do not communicate with each other directly or with different speed.

Files

kahypar/mt-kahypar-v1.3.zip

Files (3.6 MB)

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Additional details

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