Diego Moran
Diego Moran
Assistant Professor in the School of Business at Universidad Adolfo Ibańez
Verified email at uai.cl - Homepage
Title
Cited by
Cited by
Year
ON MAXIMAL S-FREE CONVEX SETS*
DAR Morán, SS Dey
SIAM Journal on Discrete Mathematics 25 (1), 379, 2011
25*2011
Some properties of convex hulls of integer points contained in general convex sets
SS Dey
Mathematical Programming 141 (1), 507-526, 2013
242013
A strong dual for conic mixed-integer programs
DA Morán R, SS Dey, JP Vielma
SIAM Journal on Optimization 22 (3), 1136-1150, 2012
242012
On the polyhedrality of cross and quadrilateral closures
S Dash, O Günlük
Mathematical Programming 160 (1), 245-270, 2016
102016
On the polyhedrality of closures of multibranch split sets and other polyhedra with bounded max-facet-width
S Dash, O Günlük, DA Morán R
SIAM Journal on Optimization 27 (3), 1340-1361, 2017
72017
Mathematical models for optimizing production chain planning in salmon farming
F Bravo, G Durán, A Lucena, J Marenco, D Morán, A Weintraub
International transactions in operational research 20 (5), 731-766, 2013
72013
Lattice closures of polyhedra
S Dash, O Günlük
Mathematical Programming 181 (1), 119-147, 2020
22020
On some generalizations of the split closure
S Dash, O Günlük, DAM Ramirez
International Conference on Integer Programming and Combinatorial …, 2013
22013
On subadditive duality for conic mixed-integer programs
B Kocuk, DA Morán R
SIAM Journal on Optimization 29 (3), 2320-2336, 2019
12019
Closedness of integer hulls of simple conic sets
DA Morán, SS Dey
SIAM Journal on Discrete Mathematics 30 (1), 70-99, 2016
12016
ON MAXIMAL S-FREE CONVEX SETS
DA MORAN R, SS Dey
SIAM journal on discrete mathematics (Print) 25 (1-2), 379-393, 2011
12011
Fundamental properties of convex mixed-integer programs
DA Moran Ramirez
Georgia Institute of Technology, 2014
2014
A polynomial-time algorithm to check closedness of simple second order mixed-integer sets
DAM Ramírez, SS Dey
International Conference on Integer Programming and Combinatorial …, 2013
2013
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