Ted Ralphs
Ted Ralphs
Professor of Industrial Engineering, Lehigh University
Verified email at lehigh.edu - Homepage
TitleCited byYear
MIPLIB 2010
T Koch, T Achterberg, E Andersen, O Bastert, T Berthold, RE Bixby, ...
Mathematical Programming Computation 3 (2), 103, 2011
3782011
On the capacitated vehicle routing problem
TK Ralphs, L Kopman, WR Pulleyblank, LE Trotter
Mathematical programming 94 (2-3), 343-359, 2003
3782003
Noncommercial software for mixed-integer linear programming
JT Linderoth, TK Ralphs
Integer Programming, 269-320, 2005
1282005
An improved algorithm for solving biobjective integer programs
TK Ralphs, MJ Saltzman, MM Wiecek
Annals of Operations Research 147 (1), 43-70, 2006
92*2006
Parallel branch and cut for capacitated vehicle routing
TK Ralphs
Parallel Computing 29 (5), 607-629, 2003
922003
A branch-and-cut algorithm for integer bilevel linear programs
ST DeNegre, TK Ralphs
Operations research and cyber-infrastructure, 65-78, 2009
872009
Parallel branch, cut, and price for large-scale discrete optimization
TK Ralphs, L Ladányi, MJ Saltzman
Mathematical Programming 98 (1-3), 253-280, 2003
872003
The SYMPHONY callable library for mixed integer programming
TK Ralphs, M Güzelsoy
The next wave in computing, optimization, and decision technologies, 61-76, 2005
702005
Branch, cut, and price: Sequential and parallel
L Ladányi, TK Ralphs, LE Trotter
Computational combinatorial optimization, 223-260, 2001
662001
A branch-and-price algorithm for combined location and routing problems under capacity restrictions
Z Akca, RT Berger, TK Ralphs
Operations research and cyber-infrastructure, 309-330, 2009
562009
A library hierarchy for implementing scalable parallel search algorithms
TK Ralphs, L Ladányi, MJ Saltzman
The Journal of Supercomputing 28 (2), 215-234, 2004
562004
Alps: A framework for implementing parallel tree search algorithms
Y Xu, TK Ralphs, L Ladányi, MJ Saltzman
The next wave in computing, optimization, and decision technologies, 319-334, 2005
552005
A conic representation of the convex hull of disjunctive sets and conic cuts for integer second order cone optimization
P Belotti, JC Góez, I Pólik, TK Ralphs, T Terlaky
Numerical Analysis and Optimization, 1-35, 2015
482015
Computational experience with a software framework for parallel integer programming
Y Xu, TK Ralphs, L Ladányi, MJ Saltzman
INFORMS Journal on Computing 21 (3), 383-397, 2009
482009
Training on severely degraded text-line images
P Sarkar, HS Baird, X Zhang
Seventh International Conference on Document Analysis and Recognition, 2003 …, 2003
462003
Could we use a million cores to solve an integer program?
T Koch, T Ralphs, Y Shinano
Mathematical Methods of Operations Research 76 (1), 67-93, 2012
452012
On the mixed Chinese postman problem
TK Ralphs
Operations Research Letters 14 (3), 123-127, 1993
451993
Decomposition and dynamic cut generation in integer linear programming
TK Ralphs, MV Galati
Mathematical Programming 106 (2), 261-285, 2006
412006
Decomposition in integer linear programming
TK Ralphs, MV Galati
Integer Programming, 73-126, 2005
372005
Duality for mixed-integer linear programs
M Guzelsoy, TK Ralphs
International Journal of Operations Research 4 (3), 118-137, 2007
352007
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