Z. Max Shen
Prof. Z. Max Shen
Vice-President and Pro-Vice-Chancellor (Research)
Chair Professor in Logistics and Supply Chain Management

KB 1040


Professor Shen obtained his PhD from Northwestern University, USA in 2000. He started his academic career as Assistant Professor at the University of Florida in the same year, and joined the University of California, Berkeley in 2004, where he rose through the academic ranks to become Chancellor’s Professor and Chair of the Department of Industrial Engineering and Operations Research and Professor of the Department of Civil and Environmental Engineering. Professor Shen joined HKU in 2021. Internationally recognized as a top scholar in his field, Professor Shen is a Fellow of the Institute for Operations Research and the Management Sciences (INFORMS), a Fellow of the Production and Operations Management Society (POMS), a Fellow of the Hong Kong Academy of Engineering Sciences, and a former President of POMS.

Research Interest
  • Integrated Supply Chain Design and Management
  • Data Driven Logistics and Supply Chain Optimization
  • Design and Analysis of Optimization Algorithms
  • Energy Systems Optimization
  • Transportation System Planning
Selected Professional Activities and Awards
  • Associate editor for Operations Research
  • Associate editor for Management Science
  • Associate editor for Manufacturing & Service Operations Management
  • Associate editor for Naval Research Logistics
  • Associate editor for IIE Transactions
  • Department editor for Production and Operations Management
  • CAREER Award from NSF (2003)
  • The Inaugural Chuck ReVelle Rising Star Award, SOLA, INFORMS (2008)
  • IISE/Joint Publishers Book-of-the-Year Award (2013)
  • Runner-up, INFORMS Health Application Society Best Paper Award (2016)
  • Franz Edelman Laureate (2018)
  • INFORMS Fellow (2018)
  • M&SOM Best Paper Award (2019)
  • POMS-JD.com Best Data-Driven Research Paper Award (2019)
  • INFORMS TSL Best Paper Award (2019)
  • Finalist, MSOM Data Driven Challenge (2020)
  • Finalist, MSOM Data Driven Challenge (2021)
  • Semifinalist, Gartner Power of the Profession Supply Chain Award (2022)
  • POMS Fellow (2022)
  • Fellow, Hong Kong Academy of Engineering Sciences (2022)
  • Finalist, M&SOM Practice-based Research Competition (2023)
  • Finalist, INFORMS Data Mining Best Paper Award (2023)
  • Franz Edelman Laureate (2023)
  • Gartner Power of the Profession Supply Chain Award (2024)
Journal Publications
Recent Publications
Real-Time Delivery Time Forecasting and Promising in Online Retailing: When Will Your Package Arrive?

Problem definition: Providing fast and reliable delivery services is key to running a successful online retail business. To achieve a better delivery time guarantee policy, we study how to estimate and promise delivery time for new customer orders in real time. Academic/practical relevance: Delivery time promising is critical to managing customer expectations and improving customer satisfaction. Simply overpromising or underpromising is undesirable because of the negative impacts on short-/long-term sales. To the best of our knowledge, we are the first to develop a data-driven framework to predict the distribution of order delivery time and set promised delivery time to customers in a cost-effective way. Methodology: We apply and extend tree-based models to generate distributional forecasts by exploiting the complicated relationship between delivery time and relevant operational predictors. To account for the cost-sensitive decision-making problem structure, we develop a new split rule for quantile regression forests that incorporates an asymmetric loss function in split point selection. We further propose a cost-sensitive decision rule to decide the promised delivery day from the predicted distribution. Results: Our decision rule is proven to be optimal given certain cost structures. Tested on a real-world data set shared from JD.com, our proposed machine learning–based models deliver superior forecasting performance. In addition, we demonstrate that our framework has the potential to provide better promised delivery time in terms of sales, cost, and accuracy as compared with the conventional promised time set by JD.com. Specifically, our simulation results indicate that the proposed delivery time promise policy can improve the sales volume by 6.1% over the current policy. Managerial implications: Through a more accurate estimation of the delivery time distribution, online retailers can strategically set the promised time to maximize customer satisfaction and boost sales. Our data-driven framework reveals the importance of modeling fulfillment operations in delivery time forecasting and integrating the decision-making problem structure with the forecasting model.

Data-Driven Newsvendor Problems Regularized by a Profit Risk Constraint

We study a risk-averse newsvendor problem where demand distribution is unknown. The focal product is new, and only the historical demand information of related products is available. The newsvendor aims to maximize its expected profit subject to a profit risk constraint. We develop a model with a value-at-risk constraint and propose a data-driven approximation to the theoretical risk-averse newsvendor model. Specifically, we use machine learning methods to weight the similarity between the new product and the previous ones based on covariates. The sample-dependent weights are then embedded to approximate the expected profit and the profit risk constraint. We show that the data-driven risk-averse newsvendor solution entails a closed-form quantile structure and can be efficiently computed. Finally, we prove that this data-driven solution is asymptotically optimal. Experiments based on real data and synthetic data demonstrate the effectiveness of our approach. We observe that under data-driven decision-making, the average realized profit may benefit from a stronger risk aversion, contrary to that in the theoretical risk-averse newsvendor model. In fact, even a risk-neutral newsvendor can benefit from incorporating a risk constraint under data-driven decision making. This situation is due to the value-at-risk constraint that effectively plays a regularizing role (via reducing the variance of order quantities) in mitigating issues of data-driven decision making, such as sampling error and model misspecification. However, the above-mentioned effects diminish with the increase in the size of the training data set, as the asymptotic optimality result implies.