Partition problem

Results: 66



#Item
51Problem Set 2 Ch21c Spring 2014 TA: Michiel Niesen, Ruijie (Kelly) Zhang [removed], [removed] Due: April 17, 2014 5pm in Michiel’s mailbox in Noyes

Problem Set 2 Ch21c Spring 2014 TA: Michiel Niesen, Ruijie (Kelly) Zhang [removed], [removed] Due: April 17, 2014 5pm in Michiel’s mailbox in Noyes

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Source URL: chemistry.caltech.edu

Language: English - Date: 2014-04-11 20:51:01
52Operations research / Cluster analysis / Linear programming / Linear programming relaxation / Relaxation / Consensus clustering / Graph partition / Correlation clustering / Shortest path problem / Mathematics / Mathematical optimization / Theoretical computer science

Solution Stability in Linear Programming Relaxations: Graph Partitioning and Unsupervised Learning Sebastian Nowozin [removed] Stefanie Jegelka [removed]

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Source URL: www.machinelearning.org

Language: English - Date: 2009-05-18 12:16:22
53Problem Set 3 Ch21c Spring 2014 TA: Michiel Niesen, Ruijie (Kelly) Zhang [removed], [removed] Due: April 28, 2014 5pm in Michiel’s mailbox in Noyes

Problem Set 3 Ch21c Spring 2014 TA: Michiel Niesen, Ruijie (Kelly) Zhang [removed], [removed] Due: April 28, 2014 5pm in Michiel’s mailbox in Noyes

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Source URL: chemistry.caltech.edu

Language: English - Date: 2014-04-17 19:06:26
54Problem Set 2 Solutions Problem 1: Maxwell-Boltzmann Distribution a) The fluctuations are given by h(δa)2 i: h(δa)2 i = ha2 i − hai2 = 0

Problem Set 2 Solutions Problem 1: Maxwell-Boltzmann Distribution a) The fluctuations are given by h(δa)2 i: h(δa)2 i = ha2 i − hai2 = 0

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Source URL: chemistry.caltech.edu

Language: English - Date: 2014-05-01 17:59:20
    55Problem Set 3 Solutions Problem 1: Equipartition Theorem a) Since {xi }, {yj }, {pxi }, and {pyj } are all classical variables we should use the classical form of the partition function: 

    Problem Set 3 Solutions Problem 1: Equipartition Theorem a) Since {xi }, {yj }, {pxi }, and {pyj } are all classical variables we should use the classical form of the partition function: 

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    Source URL: chemistry.caltech.edu

    Language: English - Date: 2014-05-02 13:15:20
      56An Introduction to the Good, the Bad, & the Ugly Face Recognition Challenge Problem P. Jonathon Phillips, J. Ross Beveridge, Bruce A. Draper, Geof Givens, Alice J. O’Toole, David S. Bolme, Joseph Dunlop, Yui Man Lui, H

      An Introduction to the Good, the Bad, & the Ugly Face Recognition Challenge Problem P. Jonathon Phillips, J. Ross Beveridge, Bruce A. Draper, Geof Givens, Alice J. O’Toole, David S. Bolme, Joseph Dunlop, Yui Man Lui, H

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      Source URL: www.nist.gov

      Language: English - Date: 2013-09-19 11:36:20
      57

      PDF Document

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      Source URL: www.dieter.pfoser.org

      Language: English - Date: 2012-10-03 07:49:12
      58A Computational Study of External-Memory BFS Algorithms∗ Deepak Ajwani † Roman Dementiev

      A Computational Study of External-Memory BFS Algorithms∗ Deepak Ajwani † Roman Dementiev

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      Source URL: algo2.iti.kit.edu

      Language: English - Date: 2006-02-27 07:49:44
      59This problem is formulated in [D-L] = Downarowicz & Lacroix, The Law of Series, preprint. Let (X, Σ, µ, T, P) be an invertible process on finitely many states, i.e., P is a finite partition of a probability measure pre

      This problem is formulated in [D-L] = Downarowicz & Lacroix, The Law of Series, preprint. Let (X, Σ, µ, T, P) be an invertible process on finitely many states, i.e., P is a finite partition of a probability measure pre

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      Source URL: www.math.iupui.edu

      Language: English - Date: 2007-02-09 14:03:27
      60This problem is formulated in [D-L] = Downarowicz & Lacroix, The Law of Series, preprint. Let (X, Σ, µ, T, P) be an invertible process on finitely many states, i.e., P is a finite partition of a probability measure pre

      This problem is formulated in [D-L] = Downarowicz & Lacroix, The Law of Series, preprint. Let (X, Σ, µ, T, P) be an invertible process on finitely many states, i.e., P is a finite partition of a probability measure pre

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      Source URL: www.imath.kiev.ua

      Language: English - Date: 2007-02-06 07:18:48