Branch and cut

Results: 57



#Item
51Noncommercial Software for Mixed-Integer Linear Programming J. T. Linderoth∗ T. K. Ralphs†  December, 2004.

Noncommercial Software for Mixed-Integer Linear Programming J. T. Linderoth∗ T. K. Ralphs† December, 2004.

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Source URL: www.lehigh.edu

Language: English - Date: 2005-08-16 17:57:41
52Rapid Implementation of Branch-and-Cut with Heuristics using GAMS Herman Abeledo and Hua (Edward) Ni George Washington University Michael Bussieck and Alex Meeraus

Rapid Implementation of Branch-and-Cut with Heuristics using GAMS Herman Abeledo and Hua (Edward) Ni George Washington University Michael Bussieck and Alex Meeraus

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Source URL: www.gams.com

Language: English - Date: 2008-07-25 06:05:23
53AALL CASE STUDY: SNELLA AND AALL FIGHT TO SAVE CONNECTICUT COURTHOUSE LIBRARIES May 2010 The Challenge Last year, Connecticut Governor Jodi M. Rell cut $12.9 million to the budget for the Judicial Branch, putting the sta

AALL CASE STUDY: SNELLA AND AALL FIGHT TO SAVE CONNECTICUT COURTHOUSE LIBRARIES May 2010 The Challenge Last year, Connecticut Governor Jodi M. Rell cut $12.9 million to the budget for the Judicial Branch, putting the sta

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Source URL: aallnet.org

Language: English
54SYMPHONY[removed]User’s Manual ∗  SYMPHONY Developed By T.K. Ralphs† L. Lad´anyi‡ Interactive Graph Drawing

SYMPHONY[removed]User’s Manual ∗ SYMPHONY Developed By T.K. Ralphs† L. Lad´anyi‡ Interactive Graph Drawing

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Source URL: www.coin-or.org

Language: English - Date: 2011-09-11 15:50:29
55SYMPHONY 2.8 User’s Manual  ∗ SYMPHONY Developed By T.K. Ralphs†

SYMPHONY 2.8 User’s Manual ∗ SYMPHONY Developed By T.K. Ralphs†

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Source URL: www.coin-or.org

Language: English - Date: 2011-09-11 15:50:29
56SYMPHONY 3.0 User’s Manual  ∗ SYMPHONY Developed By T.K. Ralphs†

SYMPHONY 3.0 User’s Manual ∗ SYMPHONY Developed By T.K. Ralphs†

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Source URL: www.coin-or.org

Language: English - Date: 2011-09-11 15:50:29
57Strengthening Landmark Heuristics via Hitting Sets Blai Bonet1 and Malte Helmert2 Abstract. The landmark cut heuristic is perhaps the strongest known polytime admissible approximation of the optimal delete relaxation heu

Strengthening Landmark Heuristics via Hitting Sets Blai Bonet1 and Malte Helmert2 Abstract. The landmark cut heuristic is perhaps the strongest known polytime admissible approximation of the optimal delete relaxation heu

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Source URL: www2.informatik.uni-freiburg.de

Language: English - Date: 2010-05-29 10:18:47