Peter M. Hahn - researchr alias

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Viewing Publication 1 - 17 from 17

2012

A Level-3 Reformulation-Linearization Technique-Based Bound for the Quadratic Assignment ProblemPeter M. Hahn, Yi-Rong Zhu, Monique Guignard, William L. Hightower, Matthew J. Saltzman. informs, 24(2):202-209, 2012. [doi]

2010

The Multi-Story Space Assignment ProblemPeter M. Hahn, J. MacGregor Smith, Yi-Rong Zhu. anor, 179(1):77-103, 2010. [doi]

A New Branch-and-Bound Solver for the Quadratic Assignment Problem Based on the Level-3 Reformulation-Linearization TechniquePeter M. Hahn, Matthew J. Saltzman. siu, 8(2):97-106, 2010. [doi]

Exact solution of emerging quadratic assignment problemsPeter M. Hahn, Yi-Rong Zhu, Monique Guignard, J. MacGregor Smith. itor, 17(5):525-552, 2010. [doi]

Lower bounds for the axial three-index assignment problemBum-Jin Kim, William L. Hightower, Peter M. Hahn, Yi-Rong Zhu, Lu Sun. eor, 202(3):654-668, 2010. [doi]

Algorithms for the generalized quadratic assignment problem combining Lagrangean decomposition and the Reformulation-Linearization TechniqueArtur Alves Pessoa, Peter M. Hahn, Monique Guignard, Yi-Rong Zhu. eor, 206(1):54-63, 2010. [doi]

2008

An algorithm for the generalized quadratic assignment problemPeter M. Hahn, Bum-Jin Kim, Monique Guignard, J. MacGregor Smith, Yi-Rong Zhu. coap, 40(3):351-372, 2008. [doi]

The quadratic three-dimensional assignment problem: Exact and approximate solution methodsPeter M. Hahn, Bum-Jin Kim, Thomas Stützle, Sebastian Kanthak, William L. Hightower, Harvind Samra, Zhi Ding, Monique Guignard. eor, 184(2):416-428, 2008. [doi]

2007

A level-2 reformulation-linearization technique bound for the quadratic assignment problemWarren P. Adams, Monique Guignard, Peter M. Hahn, William L. Hightower. eor, 180(3):983-996, 2007. [doi]

2005

Recent Advances for the Quadratic Assignment Problem with Special Emphasis on Instances that are Difficult for Meta-Heuristic MethodsZvi Drezner, Peter M. Hahn, Éric D. Taillard. anor, 139(1):65-94, 2005. [doi]

Symbol mapping diversity design for multiple packet transmissionsHarvind Samra, Zhi Ding, Peter M. Hahn. tcom, 53(5):810-817, 2005. [doi]

2003

Optimal symbol mapping diversity for multiple packet transmissionsHarvind Samra, Zhi Ding, Peter M. Hahn. icassp 2003: 181-184 [doi]

Symbol mapping diversity design for packet retransmissions through fading channelsHarvind Samra, Zhi Ding, Peter M. Hahn. globecom 2003: 1989-1993 [doi]

2001

A hospital facility layout problem finally solvedPeter M. Hahn, Jakob Krarup. jim, 12(5-6):487-496, 2001. [doi]

1990

On optimum and suboptimum biasing procedures for importance sampling in communication simulationRobert J. Wolfe, Michel C. Jeruchim, Peter M. Hahn. tcom, 38(5):639-647, 1990. [doi]

1989

An experimental investigation of conventional and efficient importance samplingMichel C. Jeruchim, Peter M. Hahn, Kevin P. Smyntek, Robert T. Ray. tcom, 37(6):578-587, 1989. [doi]

1987

Developments in the Theory and Application of Importance SamplingPeter M. Hahn, Michel C. Jeruchim. tcom, 35(7):706-714, 1987. [doi]

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