Dan Larkin will present his Pre FPO on Tuesday, December 9 at 11am in CS 302.
Dan Larkin will present his Pre FPO on Tuesday, December 9, 2014 at 11am in CS 302. The members of his committee are: Robert Tarjan (advisor), Jeff Erickson and Robert Sedgewick (readers), and Mark Braverman and Sanjeev Arora. Everyone is invited to attend his talk. The talk title and abstract follow below: Title: Compressing Trees with a Sledgehammer Abstract: A number of fundamental algorithms make use of the compressed tree framework to accelerate computation on graphs and sets. Perhaps the most well-known of these problems is disjoint set union (union-find). The main contributions of this disseration are a simple, optimal, randomized solution to the disjoint set union problem; an optimal, space-saving solution to the nested variation of the same problem; and a clean, unified analysis which encapsulates virtually all known optimal compressed tree algorithms and provides significant flexibility to handle a wide class of possible algorithms. Nicki Gotsis Graduate Coordinator Room 310, Computer Science (609) 258-5387 ngotsis@cs.princeton.edu
Dan Larkin will present his Pre FPO on Tuesday, December 9, 2014 at 3pm in CS 301. The members of his committee are: Robert Tarjan (advisor), Jeff Erickson and Robert Sedgewick (readers), and Zeev Dvir and Sanjeev Arora. Everyone is invited to attend his talk. The talk title and abstract follow below: Title: Compressing Trees with a Sledgehammer Abstract: A number of fundamental algorithms make use of the compressed tree framework to accelerate computation on graphs and sets. Perhaps the most well-known of these problems is disjoint set union (union-find). The main contributions of this disseration are a simple, optimal, randomized solution to the disjoint set union problem; an optimal, space-saving solution to the nested variation of the same problem; and a clean, unified analysis which encapsulates virtually all known optimal compressed tree algorithms and provides significant flexibility to handle a wide class of possible algorithms.
participants (1)
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Nicki Gotsis