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Random Order Vertex Arrival Contention Resolution Schemes for Matching, with Applications.

H. Fu, Z. Tang, H. Wu, J. Wu, и Q. Zhang. ICALP, том 198 из LIPIcs, стр. 68:1-68:20. Schloss Dagstuhl - Leibniz-Zentrum für Informatik, (2021)

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Gavin Kane

Gavin Keighren

Zhihao Pan

Zhihao Chen

Tang Tang

Другие публикации лиц с тем же именем

Monopoly pricing with buyer search.N. Gravin, и Z. Tang. CoRR, (2018)Toward a Better Understanding of Randomized Greedy Matching.Z. Tang, X. Wu, и Y. Zhang. J. ACM, 70 (6): 39:1-39:32 (декабря 2023)Tight Revenue Gaps Among Simple Mechanisms.Y. Jin, P. Lu, Z. Tang, и T. Xiao. SIAM J. Comput., 49 (5): 927-958 (2020)"Who is Next in Line?" On the Significance of Knowing the Arrival Order in Bayesian Online Settings.T. Ezra, M. Feldman, N. Gravin, и Z. Tang. SODA, стр. 3759-3776. SIAM, (2023)Fully Online Matching II: Beating Ranking and Water-filling.Z. Huang, Z. Tang, X. Wu, и Y. Zhang. FOCS, стр. 1380-1391. IEEE, (2020)Optimal Prophet Inequality with Less than One Sample.N. Gravin, H. Li, и Z. Tang. WINE, том 13778 из Lecture Notes in Computer Science, стр. 115-131. Springer, (2022)Generalizing Complex Hypotheses on Product Distributions: Auctions, Prophet Inequalities, and Pandora's Problem.C. Guo, Z. Huang, Z. Tang, и X. Zhang. COLT, том 134 из Proceedings of Machine Learning Research, стр. 2248-2288. PMLR, (2021)Oblivious Online Contention Resolution Schemes.H. Fu, P. Lu, Z. Tang, A. Turkieltaub, H. Wu, J. Wu, и Q. Zhang. SOSA, стр. 268-278. SIAM, (2022)Tight approximation ratio of anonymous pricing.Y. Jin, P. Lu, Q. Qi, Z. Tang, и T. Xiao. STOC, стр. 674-685. ACM, (2019)Setting Targets is All You Need:Improved Order Competitive Ratio for Online Selection.L. Chen, N. Sun, и Z. Tang. CoRR, (2024)

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