A Statistical Learning Approach to Personalization in Revenue Management

37 Pages Posted: 18 Mar 2015 Last revised: 9 Jan 2020

See all articles by Xi Chen

Xi Chen

New York University (NYU) - Leonard N. Stern School of Business

Zachary Owen

Massachusetts Institute of Technology (MIT) - Operations Research Center

Clark Pixton

Brigham Young University, Marriott School of Business

David Simchi-Levi

Massachusetts Institute of Technology (MIT) - School of Engineering

Date Written: March 15, 2015

Abstract

We consider a logit model based framework for modeling joint pricing and assortment decisions that take into account customer features. This model provides a significant advantage when one has insufficient data for any one customer and wishes to generalize learning about one customer's preferences to the population. Under the multinomial model, we establish finite-sample convergence guarantees on the model parameters. The parameter convergence guarantees are then extended to out-of-sample performance guarantees in terms of revenue, in the form of a high-probability bound on the gap between the expected revenue of the best action taken under the estimated parameters and the revenue generated by a decision-maker with full knowledge of the choice model.

Keywords: revenue management, statistical learning

Suggested Citation

Chen, Xi and Owen, Zachary and Pixton, Clark and Simchi-Levi, David, A Statistical Learning Approach to Personalization in Revenue Management (March 15, 2015). Available at SSRN: https://ssrn.com/abstract=2579462 or http://dx.doi.org/10.2139/ssrn.2579462

Xi Chen (Contact Author)

New York University (NYU) - Leonard N. Stern School of Business ( email )

44 West 4th Street
Suite 9-160
New York, NY NY 10012
United States

Zachary Owen

Massachusetts Institute of Technology (MIT) - Operations Research Center ( email )

77 Massachusetts Avenue
Bldg. E 40-149
Cambridge, MA 02139
United States

Clark Pixton

Brigham Young University, Marriott School of Business ( email )

United States

David Simchi-Levi

Massachusetts Institute of Technology (MIT) - School of Engineering ( email )

MA
United States

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