PPT-Beyond Set Disjointness
Author : stefany-barnette | Published Date : 2018-10-02
The Communication Complexity of Finding the Intersection Grigory Yaroslavtsev httpgrigoryus Joint with Brody Chakrabarti Kondapally and Woodruff Communication
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Beyond Set Disjointness: Transcript
The Communication Complexity of Finding the Intersection Grigory Yaroslavtsev httpgrigoryus Joint with Brody Chakrabarti Kondapally and Woodruff Communication Complexity Yao79. mcgillca Abstract We obtain a lower bound of 1 12 on the party randomized communication complexity of the Disjointness function in the Number on the Forehead model of mul tiparty communication In particular this yields a bound of 1 when is a constant swarthmoreedu Amit Chakrabarti Dartmouth College accsdartmouthedu Ranganath Kondapally Dartmouth College rangakcsdartmouthedu David P Woodruff IBM Almaden dpwoodruusibmcom Grigory Yaroslavtsev Brown University ICERM grigorygrigoryus ABSTRACT We consi = Web 5.0?. The HSFBCY + CIHR + Microsoft Research . SADI and . CardioSHARE. Projects. Mark Wilkinson & Bruce McManus. Heart + Lung Institute. iCAPTURE. Centre, St. Paul’s Hospital, UBC. Non-logical reasoning and querying over distributed data that doesn’t exist. 2 HARRY A is problem. Products key to E s E S S E/s is a @ Y A E ~" X = (12, some rep- we shall example, if IT= flx/, A E assume that T a continuous transforma- X = Yx,izx, T). s Algorithms for Subset . Sum. , k-Sum and related . problems. Nikhil Bansal, Shashwat Garg, . Jesper Nederlof. , Nikhil Vyas. (available at arXiv:1612.02788). disclaimer: no turtles or hares were harmed during this research .
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