A Graph Expansion and Communication Costs of Fast Matrix Multiplication Grey Ballard, University of California at Berkeley James Demmel, University of California at Berkeley ¨ Berlin

First Page		Document Content
Date: 2014-11-26 08:31:39 Mathematics Algebra Computational complexity theory Analysis of algorithms Multiplication Numerical linear algebra Matrix multiplication algorithm Matrix multiplication Strassen algorithm Fast Fourier transform Multiplication algorithm Algorithm		A Graph Expansion and Communication Costs of Fast Matrix Multiplication Grey Ballard, University of California at Berkeley James Demmel, University of California at Berkeley ¨ Berlin Add to Reading List Source URL: www.cs.huji.ac.il Download Document from Source Website File Size: 465,15 KB Share Document on Facebook

	A comparison of the Oligomap and TargetScan algorithms for miRNA target analysis Badreddin Edris BIOC 218 Final Project (Win-09) Stanford University Introduction DocID: 1vrBA - View Document
	M Zuhair Nashed* (). Concepts of Differentiability in Smooth and Non-smooth Analysis with Applications in Optimization Theory and Algorithms. Preliminary report. In this talk I will pro DocID: 1uZyL - View Document
	Experimental Analysis of Receding Horizon Planning Algorithms for Marine Monitoring Soo-Hyun Yoo, Andrew Stuntz, Yawei Zhang, Robert Rothschild, Geoffrey A. Hollinger and Ryan N. Smith Abstract Autonomous surface vehicl DocID: 1uUAk - View Document
	Journal of Graph Algorithms and Applications http://jgaa.info/ vol. 19, no. 1, pp. 375–DOI: jgaaSensitivity Analysis of Minimum Spanning Trees in Sub-Inverse-Ackermann Time DocID: 1uSSm - View Document
	Analysis of stochastic technical trading algorithms by Markus Höchstötter, Mher Safarian, Anna Krumetsadik DocID: 1uS0N - View Document