Vineet Goyal
Vineet Goyal
Geverifieerd e-mailadres voor ieor.columbia.edu - Homepage
Geciteerd door
Geciteerd door
A markov chain approximation to choice modeling
J Blanchet, G Gallego, V Goyal
Operations Research 64 (4), 886-905, 2016
On the power and limitations of affine policies in two-stage adaptive optimization
D Bertsimas, V Goyal
Mathematical programming 134 (2), 491-531, 2012
MNL-bandit: A dynamic learning approach to assortment selection
S Agrawal, V Avadhanula, V Goyal, A Zeevi
Operations Research 67 (5), 1453-1485, 2019
Near-optimal algorithms for capacity constrained assortment optimization
A Désir, V Goyal, J Zhang
Available at SSRN 2543309, 2014
On the power of robust solutions in two-stage stochastic and adaptive optimization problems
D Bertsimas, V Goyal
Mathematics of Operations Research 35 (2), 284-305, 2010
Near-optimal algorithms for the assortment planning problem under dynamic substitution and stochastic demand
V Goyal, R Levi, D Segev
Operations Research 64 (1), 219-235, 2016
How to pay, come what may: Approximation algorithms for demand-robust covering problems
K Dhamdhere, V Goyal, R Ravi, M Singh
46th Annual IEEE Symposium on Foundations of Computer Science (FOCS'05), 367-376, 2005
Thompson sampling for the mnl-bandit
S Agrawal, V Avadhanula, V Goyal, A Zeevi
Conference on learning theory, 76-78, 2017
Constrained assortment optimization under the Markov chain–based choice model
A Désir, V Goyal, D Segev, C Ye
Management Science 66 (2), 698-721, 2020
A geometric characterization of the power of finite adaptability in multistage stochastic and adaptive optimization
D Bertsimas, V Goyal, XA Sun
Mathematics of Operations Research 36 (1), 24-54, 2011
MIP reformulations of the probabilistic set covering problem
A Saxena, V Goyal, MA Lejeune
Mathematical programming 121 (1), 1-31, 2010
A PTAS for the chance-constrained knapsack problem with random item sizes
V Goyal, R Ravi
Operations Research Letters 38 (3), 161-164, 2010
A tight characterization of the performance of static solutions in two-stage adjustable robust linear optimization
D Bertsimas, V Goyal, BY Lu
Mathematical Programming 150 (2), 281-319, 2015
Robust Markov decision processes: Beyond rectangularity
V Goyal, J Grand-Clement
Mathematics of Operations Research, 2022
Sparse process flexibility designs: Is the long chain really optimal?
A Désir, V Goyal, Y Wei, J Zhang
Operations Research 64 (2), 416-431, 2016
Improved approximations for two-stage min-cut and shortest path problems under uncertainty
D Golovin, V Goyal, V Polishchuk, R Ravi, M Sysikaski
Mathematical Programming 149 (1-2), 167-194, 2015
Online assortment optimization with reusable resources
XY Gong, V Goyal, GN Iyengar, D Simchi-Levi, R Udwani, S Wang
Management Science 68 (7), 4772-4785, 2022
On the approximability of adjustable robust convex optimization under uncertainty
D Bertsimas, V Goyal
Mathematical Methods of Operations Research 77, 323-343, 2013
A plant location guide for the unsure: Approximation algorithms for min-max location problems
B Anthony, V Goyal, A Gupta, V Nagarajan
Mathematics of Operations Research 35 (1), 79-101, 2010
On the crossing spanning tree problem
V Bilo, V Goyal, R Ravi, M Singh
Approximation, Randomization, and Combinatorial Optimization. Algorithms and …, 2004
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