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Improved Algorithms for Edit Distance and LCS
Massachusetts Institute of Technology
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由 M Boroujeni 著作2020被引用 19 次 — Rather, our improvement is based on the fact that algorithm-specific bad-instances are ruled out in our random setting. This can be seen as practical solutions ...
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Improved Algorithms for Edit Distance and LCS
SIAM Publications Library
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由 M Boroujeni 著作2020被引用 19 次 — Improved Algorithms for Edit Distance and LCS: Beyond Worst Case. Authors ... In this work, we present improved algorithms for both edit distance and longest ...
Improved algorithms for edit distance and LCS
ACM Digital Library
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由 M Boroujeni 著作2020被引用 19 次 — For edit distance, there are several works that obtain constant factor approxi- mation in subquadratic or near-linear time in the worst- case or under natural ...
Improved algorithms for edit distance and LCS
ACM Digital Library
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2020年1月28日 — ... Algorithms. Improved algorithms for edit distance and LCS: beyond worst case. Pages 1601 - 1620. PREVIOUS CHAPTER. Reducing approximate longest ...
[PDF] Improved Algorithms for Edit Distance and LCS
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Improved Algorithms for Edit Distance and LCS: Beyond Worst Case · Mahdi Boroujeni, Masoud Seddighin, Saeed Seddighin · Published in ACM-SIAM Symposium on… 1 ...
Improved Algorithms for Edit Distance and LCS
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Request PDF | On Dec 23, 2020, Mahdi Boroujeni and others published Improved Algorithms for Edit Distance and LCS: Beyond Worst Case | Find, read and cite ...
Improved algorithms for edit distance and LCS: Beyond worst case
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Type of Document: · Publisher: · Abstract: · Edit distance and longest common subsequence are among the most fundamental problems in combinatorial optimization.
(PDF) Improved Algorithms for Edit Distance and LCS
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Improved Algorithms for Edit Distance and LCS: Beyond Worst Case by Mahdi Boroujeni, Masoud Seddighin, Saeed Seddighin.
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Mahdi Safarnejad-Boroujeni - Google 學術搜尋
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The 31st ACM Symposium on Parallelism in Algorithms and Architectures, 31-40, 2019. 29, 2019. Improved algorithms for edit distance and LCS: beyond worst case.
arXiv:2204.09535v1 [cs.DS] 20 Apr 2022
arXiv
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由 P Medvedev 著作2022被引用 4 次 — Improved algorithms for edit distance and LCS: Beyond worst case. In Proceedings of the Fourteenth Annual ACM-SIAM Symposium on Discrete ...
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