Algorithmica: 442–457 DOI: s00453Algorithmica ©

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Date: 2005-06-07 07:22:46 Combinatorics Insertion sort Shellsort Permutation Normal distribution Logarithm Proxmap sort Merge sort Sorting algorithms Mathematics Order theory		Algorithmica: 442–457 DOI: s00453Algorithmica © Add to Reading List Source URL: www.stat.washington.edu Download Document from Source Website File Size: 132,39 KB Share Document on Facebook

	Algorithmica: 442–457 DOI: s00453Algorithmica © DocID: 17YUf - View Document
	Proceedings of the Twelfth Australasian Symposium on Parallel and Distributed Computing (AusPDC 2014), Auckland, New Zealand Efficient Parallel Algorithms for the Maximum Subarray Problem ∗ DocID: 15gn9 - View Document
	CS 157: Assignment 4 Douglas R. Lanman 10 April 2006 Problem 3: Maximum Subarrays This write-up presents the design and analysis of several algorithms for determining the maximum DocID: 10IZV - View Document
	CS 157: Assignment 3 Douglas R. Lanman 13 March 2006 In this write-up, we extend quicksort to the task of fuzzy sorting of intervals. In many situations the precise value of a quantity is uncertain (e.g., any physical me DocID: 10vr2 - View Document
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