Allan B. Borodin
Affiliations: | University of Toronto, Toronto, ON, Canada |
Area:
Computer ScienceGoogle:
"Allan Borodin"Parents
Sign in to add mentorRobert L. Constable | grad student | 1969 | Cornell | |
(Computational Complexity and the Existence of Complexity Gaps) | ||||
Juris Hartmanis | grad student | 1969 | Cornell | |
(Computational Complexity and the Existence of Complexity Gaps) |
Children
Sign in to add traineeJ. Ian Munro | grad student | 1971 | University of Toronto |
Panayiotis Tsaparas | grad student | 2004 | University of Toronto |
Brendan Lucier | grad student | 2011 | University of Toronto |
Justin Ward | grad student | 2012 | University of Toronto |
Yuli Ye | grad student | 2013 | University of Toronto |
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Publications
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Borodin A, Karavasilis C, Pankratov D. (2020) An Experimental Study of Algorithms for Online Bipartite Matching Acm Journal of Experimental Algorithms. 25: 1-37 |
Borodin A, Boyar J, Larsen KS, et al. (2020) Advice Complexity of Priority Algorithms Theory of Computing Systems \/ Mathematical Systems Theory. 64: 593-625 |
Pena N, Borodin A. (2019) On extensions of the deterministic online model for bipartite matching and max-sat Theoretical Computer Science. 770: 1-24 |
Borodin A, Pankratov D, Salehi-Abari A. (2019) On Conceptually Simple Algorithms for Variants of Online Bipartite Matching Theory of Computing Systems \/ Mathematical Systems Theory. 63: 1781-1818 |
Borodin A, Jain A, Lee HC, et al. (2017) Max-Sum Diversification, Monotone Submodular Functions, and Dynamic Updates Acm Transactions On Algorithms. 13: 41 |
Lucier B, Borodin A. (2017) Equilibria of Greedy Combinatorial Auctions Siam Journal On Computing. 46: 620-660 |
Borodin A, Braverman M, Lucier B, et al. (2013) Strategyproof mechanisms for competitive influence in networks Www 2013 - Proceedings of the 22nd International Conference On World Wide Web. 141-151 |
Ye Y, Borodin A. (2012) Elimination graphs Acm Transactions On Algorithms. 8 |
Borodin A, Ivan I, Ye Y, et al. (2012) On sum coloring and sum multi-coloring for restricted families of graphs Theoretical Computer Science. 418: 1-13 |
Borodin A, Cashman D, Magen A. (2011) How well can primal-dual and local-ratio algorithms perform? Acm Transactions On Algorithms. 7 |