fast block distributed cuda implementation of the hungarian algorithm ?

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1.Fast block distributed CUDA implementation of the Hungarian …

  • Author: Fast
  • Publish: 15 days ago
  • Rating: 5star(1284 Rating)
  • Highest rating: 5star
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  • Descriptions: Abstract. The Hungarian algorithm solves the linear assignment problem in polynomial time. A GPU/CUDA implementation of this algorithm is proposed.
  • More : Abstract. The Hungarian algorithm solves the linear assignment problem in polynomial time. A GPU/CUDA implementation of this algorithm is proposed.
  • Source : https://www.sciencedirect.com/science/article/pii/S0743731519302254

2.Fast CUDA implementation of the Hungarian algorithm. – gists · GitHub

  • Author: Fast
  • Publish: 13 days ago
  • Rating: 5star(1884 Rating)
  • Highest rating: 5star
  • Lowest rating: 2star
  • Descriptions: Fast CUDA implementation of the Hungarian algorithm. // Initialize the slack matrix with the cost matrix, and then work with the slack matrix. // STEP 1: …
  • More : Fast CUDA implementation of the Hungarian algorithm. // Initialize the slack matrix with the cost matrix, and then work with the slack matrix. // STEP 1: …
  • Source : https://gist.github.com/paclopes/eca8944c17f0407253a141224508a4df

3.Fast block distributed CUDA implementation of the … – ResearchGate

  • Author: Fast
  • Publish: 21 days ago
  • Rating: 2star(557 Rating)
  • Highest rating: 3star
  • Lowest rating: 2star
  • Descriptions: The Hungarian algorithm solves the linear assignment problem in polynomial time. A GPU/CUDA implementation of this algorithm is proposed.
  • More : The Hungarian algorithm solves the linear assignment problem in polynomial time. A GPU/CUDA implementation of this algorithm is proposed.
  • Source : https://www.researchgate.net/publication/332273146_Fast_block_distributed_CUDA_implementation_of_the_Hungarian_algorithm

4.Fast block distributed CUDA implementation of … – Semantic Scholar

  • Author: Fast
  • Publish: 21 days ago
  • Rating: 4star(526 Rating)
  • Highest rating: 3star
  • Lowest rating: 1star
  • Descriptions:
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  • Source : https://www.semanticscholar.org/paper/Fast-block-distributed-CUDA-implementation-of-the-Lopes-Yadav/76c7b850cde9affd871a45e909b17265f2e39637

5.Fast block distributed CUDA implementation of the … – X-MOL

  • Author: Fast
  • Publish: 9 days ago
  • Rating: 5star(1847 Rating)
  • Highest rating: 3star
  • Lowest rating: 1star
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  • Source : https://www.x-mol.com/paper/1508762190410964992%3FrecommendPaper%3D1313949750545059840

6.Journal of Parallel and Distributed Computing, Volume 130 – DBLP

  • Author: Journal
  • Publish: 2 days ago
  • Rating: 3star(1680 Rating)
  • Highest rating: 3star
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  • Descriptions: An algorithm for computing short-range forces in molecular dynamics simulations … Fast block distributed CUDA implementation of the Hungarian algorithm.
  • More : An algorithm for computing short-range forces in molecular dynamics simulations … Fast block distributed CUDA implementation of the Hungarian algorithm.
  • Source : https://dblp.org/db/journals/jpdc/jpdc130

7.Parallel Asynchronous Hungarian Methods for the Assignment …

  • Author: Parallel
  • Publish: 7 days ago
  • Rating: 5star(857 Rating)
  • Highest rating: 4star
  • Lowest rating: 2star
  • Descriptions: In this paper, we discuss the parallel asynchronous implementation of the Hungarian method for solving the classical assignment problem.
  • More : In this paper, we discuss the parallel asynchronous implementation of the Hungarian method for solving the classical assignment problem.
  • Source : https://pubsonline.informs.org/doi/abs/10.1287/ijoc.5.3.261

8.SARAT KUMAR PATRA (0000-0002-6188-1302) – ORCID

  • Author: SARAT
  • Publish: 0 days ago
  • Rating: 3star(1502 Rating)
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  • Descriptions: Fast block distributed CUDA implementation of the Hungarian algorithm … Contributors: Lopes, P.A.C.; Yadav, S.S.; Ilic, A.; Patra, S.K.. Show more detail.
  • More : Fast block distributed CUDA implementation of the Hungarian algorithm … Contributors: Lopes, P.A.C.; Yadav, S.S.; Ilic, A.; Patra, S.K.. Show more detail.
  • Source : https://orcid.org/0000-0002-6188-1302

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