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Session 6A - Constant factor approximations to edit distance on in nearly linear time

Session 6A - Constant factor approximations to edit distance on in nearly linear time

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Edit Distance in Near-Linear Time: it’s a Constant Factor

Edit Distance in Near-Linear Time: it’s a Constant Factor

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Alex Andoni: Approximating Edit Distance in Near-Linear Time

Alex Andoni: Approximating Edit Distance in Near-Linear Time

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Alexandr Andoni (Columbia): Approximating Edit Distance in Near-Linear Time

Alexandr Andoni (Columbia): Approximating Edit Distance in Near-Linear Time

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Approximating the edit distance to within a constant factor in truly subquadratic time - Mike Saks

Approximating the edit distance to within a constant factor in truly subquadratic time - Mike Saks

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STOC 2020 - Session 6A: Strings and Sequences

STOC 2020 - Session 6A: Strings and Sequences

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3.5: Approximating Edit Distance Within Constant Factor in Truly Sub-Quadratic Time

3.5: Approximating Edit Distance Within Constant Factor in Truly Sub-Quadratic Time

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Sublinear Algorithms for Gap Edit Distance

Sublinear Algorithms for Gap Edit Distance

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UIUC CS 374 FA 20: 14.2.1. Edit distance: Problem definition and background

UIUC CS 374 FA 20: 14.2.1. Edit distance: Problem definition and background

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STOC 2022 - Almost Optimal Sublinear Time Edit Distance in the Low Distance Regime

STOC 2022 - Almost Optimal Sublinear Time Edit Distance in the Low Distance Regime

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leetcode72 edit distance

leetcode72 edit distance

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A6C.5 Faster Algorithms for Bounded Tree Edit Distance

A6C.5 Faster Algorithms for Bounded Tree Edit Distance

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ITCS 2022 Session 6

ITCS 2022 Session 6

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Human Calculator Solves World’s Longest Math Problem #shorts

Human Calculator Solves World’s Longest Math Problem #shorts

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Approximation Algorithms for Scheduling with Class Constraints

Approximation Algorithms for Scheduling with Class Constraints

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An Improved Algorithm for The k-Dyck Edit Distance Problem

An Improved Algorithm for The k-Dyck Edit Distance Problem

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Live: Edit Distance...looks really hard!

Live: Edit Distance...looks really hard!

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TCS+ talk: Michal Koucky

TCS+ talk: Michal Koucky

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An Algorithmic Bridge Between Hamming and Levenshtein Distances

An Algorithmic Bridge Between Hamming and Levenshtein Distances

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Approximation Algorithms for LCS and LIS with Truly Improved Running Times

Approximation Algorithms for LCS and LIS with Truly Improved Running Times

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