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Assortment Planning with Nested Preferences: Dynamic Programming with Distributions as States?. Algorithmica, 81 (1): 393-417 (2019)The ordered k-median problem: surrogate models and approximation algorithms., and . Math. Program., 177 (1-2): 55-83 (2019)The Complexity of Bottleneck Labeled Graph Problems., , and . WG, volume 4769 of Lecture Notes in Computer Science, page 328-340. Springer, (2007)Improved Orientations of Physical Networks., , and . WABI, volume 6293 of Lecture Notes in Computer Science, page 215-225. Springer, (2010)Online Algorithms for Maximum Cardinality Matching with Edge Arrivals., , and . Algorithmica, 81 (5): 1781-1799 (2019)Approximation Algorithms for Dynamic Assortment Optimization Models., , and . Math. Oper. Res., 44 (2): 487-511 (2019)An Approximate Dynamic Programming Approach to The Incremental Knapsack Problem., and . CoRR, (2020)Technical Note - An Approximate Dynamic Programming Approach to the Incremental Knapsack Problem., and . Oper. Res., 71 (4): 1414-1433 (July 2023)Technical Note - The Multinomial Logit Model with Sequential Offerings: Algorithmic Frameworks for Product Recommendation Displays., and . Oper. Res., 70 (4): 2162-2184 (2022)Technical Note - Approximation Schemes for Capacity-Constrained Assortment Optimization Under the Nested Logit Model.. Oper. Res., 70 (5): 2820-2836 (2022)