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Ismael R. de Farias

Affiliations: 
Industrial Engineering State University of New York, Buffalo, Buffalo, NY, United States 
Area:
Industrial Engineering
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"Ismael de Farias"
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Parents

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George L. Nemhauser grad student 1995 Georgia Tech
 (A Polyhedral Approach to Combinatorial Complementarity Programming Problems.)

Children

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Ernee Kozyreff grad student 2009-2014 Texas Tech

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Publications

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Cação R, Cortez L, de Farias I, et al. (2021) Quantum Walk on the Generalized Birkhoff Polytope Graph. Entropy (Basel, Switzerland). 23
Kozyreff E, De Farias IR. (2015) A note on critical-set and lifted surrogate inequalities for cardinality-constrained linear programs Computers and Industrial Engineering. 82: 1-7
de Farias IR, Kozyreff E, Zhao M. (2014) Branch-and-cut for complementarity-constrained optimization Mathematical Programming Computation. 6: 365-403
De Farias IR, Zhao M. (2013) A polyhedral study of the semi-continuous knapsack problem Mathematical Programming. 142: 169-203
Zhao M, De Farias IR. (2013) The piecewise linear optimization polytope: New inequalities and intersection with semi-continuous constraints Mathematical Programming. 141: 217-255
de Farias IR, Zhao M, Zhao H. (2008) A special ordered set approach for optimizing a discontinuous separable piecewise linear function Operations Research Letters. 36: 234-238
Keha AB, De Farias IR, Nemhauser GL. (2006) A branch-and-cut algorithm without binary variables for nonconvex piecewise linear optimization Operations Research. 54: 847-858
Keha AB, De Farias IR, Nemhauser GL. (2004) Models for representing piecewise linear cost functions Operations Research Letters. 32: 44-48
Richard JPP, De Farias IR, Nemhauser GL. (2003) Lifted inequalities for 0-1 mixed integer programming: Superlinear lifting Mathematical Programming. 98: 115-143
Richard JPP, De Farias IR, Nemhauser GL. (2003) Lifted inequalities for 0-1 mixed integer programming: Basic theory and algorithms Mathematical Programming. 98: 89-113
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