Research
Publications
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A Faster 3-Approximation for Sublinear Edit Distances
A randomized \((3+\varepsilon)\)-approximation algorithm for edit distance running in \(\tilde{O}_{\varepsilon}\mkern-2mu\left(n^{6/5}\mathrm{OPT}^{2/5}\right)\) time, improving on a prior \(\tilde{O}_{\varepsilon}\mkern-2mu\left(n^{8/5+o(1)}\right)\) time algorithm when the edit distance is sublinear.
Course Projects
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Kolmogorov Complexity of Graph Classes
Upper bounds on the Kolmogorov complexity of graph classes in terms of structural parameters such as clique-width, separation number, and closure under graph products.
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Semidefinite Programming and Approximate Pure Nash Equilibria for Cut Games
A study of the SDP-based algorithm of Caragiannis and Jiang for \(\rho\)-approximate pure Nash equilibria in cut games, testing whether alternative rounding functions can improve their 2.7371 factor.
Teaching
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CS 381: Analysis of Algorithms