Nov 20, 2021 · In this work, we present novel algorithms for approximating \mathsf{LCS} in truly subquadratic time and \mathsf{LIS} in truly sublinear time.

In this work, we present novel algorithms for approximating LCS in truly subquadratic time and LIS in truly sublinear time.

In this work, we present novel algorithms for approximating LCS in truly subquadratic time and LIS in truly sublinear time. Our approximation factors depend on.

Novel algorithms for approximating LCS in truly subquadratic time and LIS in Truly sublinear time are presented and the notion of triangle inequality is ...

Nov 20, 2021 · In this work, we present novel algorithms for approximating LCS in truly subquadratic time and LIS in truly sublinear time. Our approximation ...

Duration: 17:53
Posted: Dec 10, 2019

Feb 20, 2023 · In this paper, we provide an algorithm that in time O(n 2-ɛ ) computes an OŠ(n 2ɛ/5 -approximation with high probability, for any 0 < ɛ ≤ 1.

In this work, we present improved algorithms for both edit dis- tance and longest common subsequence. The running times are truly subquadratic, though we ...

Approximation algorithms for LCS and LIS with truly improved running times. In FOCS, pages 1121–1145. IEEE, 2019. 34. Aviad Rubinstein and Zhao Song ...

Jun 2, 2023 · The Longest Common Subsequence (LCS) is a fundamental string similarity measure, and computing the LCS of two strings is a classic algorithms question.