
Itai Gurvich
· James Allen Professor of Operations; Professor of Operations; Personnel Committee MemberNorthwestern University · Management & Organizations
Active 2005–2026
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About
Itai Gurvich is a Professor at the Kellogg School of Management, Northwestern University. He earned his Ph.D. from Columbia University’s Graduate School of Business in 2008 and joined Kellogg the same year. From 2016 to 2020, he was on the faculty of Cornell University’s campus in New York City (Cornell Tech) before returning to Kellogg in 2021. His research focuses on the performance analysis and optimization of processing networks, as well as the theory of stochastic-process approximations. His work has been recognized with the INFORMS Applied Probability Society’s Best Publication Award. Gurvich has served as the Stochastic Models Area Editor for Operations Research and as Chair of the INFORMS Applied Probability Society. His academic positions include roles at Northwestern University and Cornell University, with a background in Decisions, Risk and Operations, and Operations Research. His teaching interests encompass Operations Management, Service Systems, Queueing Systems, and Applied Probability.
Research topics
- Computer Science
- Mathematics
- Mathematical optimization
- Statistics
- Mathematical economics
- Economics
- Operations research
- Microeconomics
- Applied mathematics
- Geometry
Selected publications
Online Allocation and Pricing: Constant Regret via Bellman Inequalities
Operations Research · 2021 · 37 citations
Senior authorCorrespondingWe develop a framework for designing simple and efficient policies for a family of online allocation and pricing problems that includes online packing, budget-constrained probing, dynamic pricing, and online contextual bandits with knapsacks. In each case, we evaluate the performance of our policies in terms of their regret (i.e., additive gap) relative to an offline controller that is endowed with more information than the online controller. Our framework is based on Bellman inequalities, which…
On the Optimality of Greedy Policies in Dynamic Matching
Operations Research · 2023 · 26 citations
Senior authorCorrespondingHindsight Optimality in Two-Way Matching Networks In “On the Optimality of Greedy Policies in Dynamic Matching”, Kerimov, Ashlagi, and Gurvich study centralized dynamic matching markets with finitely many agent types and heterogeneous match values. A matching policy is hindsight optimal if the policy can (nearly) maximize the total value simultaneously at all times. The article establishes that suitably designed greedy policies are hindsight optimal in two-way matching networks. This implies tha…
Dynamic Matching: Characterizing and Achieving Constant Regret
Management Science · 2023 · 22 citations
Senior authorCorrespondingWe study how to optimally match agents in a dynamic matching market with heterogeneous match cardinalities and values. A network topology determines the feasible matches in the market. In general, a fundamental tradeoff exists between short-term value—which calls for performing matches frequently—and long-term value—which calls, sometimes, for delaying match decisions in order to perform better matches. We find that in networks that satisfy a general position condition, the tension between short…
Dynamic Matching: Characterizing and Achieving Constant Regret
SSRN Electronic Journal · 2021-01-01 · 18 citations
articleOpen accessSenior authorDynamic Allocation of Reusable Resources: Logarithmic Regret in Overloaded Networks
Operations Research · 2024-07-05 · 5 citations
articleHow to dynamically allocate limited capacity to service requests? The problem studied in this paper is common in service applications, such as hotels, car rentals, and consulting services. These applications have limited capacity that must be allocated among incoming service requests. Different requests may require resources for varying durations, and some requests might yield higher rewards than others when fulfilled. The decision maker, who controls this capacity, must decide upon each request…
Recent grants
Dynamic Matching Problems with Application to Kidney Allocation
NSF · $517k · 2020–2021
Taylor Expansion Approximations for Dynamic Programming Problems
NSF · $350k · 2017–2020
Frequent coauthors
- 30 shared
Jan A. Van Mieghem
- 11 shared
R. Kannan Mutharasan
Northwestern Medicine
- 6 shared
Clyde W. Yancy
Northwestern University
- 6 shared
Nicholas D. Soulakis
Northwestern University
- 6 shared
Amy R. Ward
University of Chicago
- 5 shared
Eric Park
Wake Forest University
- 5 shared
Junfei Huang
- 5 shared
Allen S. Anderson
The University of Texas Health Science Center at San Antonio
Labs
Itai GurvichPI
Awards & honors
- INFORMS Applied Probability Society’s Best Publication Award…
- INFORMS The Operations Research Society of Israel Prize for…
- POMS College of Healthcare Operations Management Best Paper…
- NU Excellence in Research, Northwestern University
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