I am associate professor at the Mathematics department of the University of Amsterdam. This page lists my scientific publications. 

In my early career, my research focused on the development and analysis of algorithms that learn optimal prices and product assortments from data. Recently I have started to focus more on societally relevant consequences of price algorithms: their potential to reduce waste, and their ability to harm consumer welfare by forming cartels. 

These publications are joint work with colleagues, friends, and students: Ali Aouad (London Business School), Athanassios Avramidis (University of Southampton), Richard Boucherie (University of Twente), Boxiao Chen (University of Illinois Chicago), Ruben van de Geer, Marijn Jansen, Bora Keskin (Duke University), Thomas Loots, Michel Mandjes (Leiden University), Benedikt Meylahn, Janusz Meylahn (University of Twente), Yannik Peeters, Ohad Perry (Northwestern University), Maarten Pieter Schinkel (University of Amsterdam), Dirk Sierag, Yining Wang (University of Texas at Dallas), Andreas Weiermann (Ghent University), Jinglong Zhao (Boston University), Bert Zwart (Eindhoven University of Technology).

Almost all my publications are publicly available, and can be accessed via the [url] links below. 

Contact information

Can algorithms learn to form a cartel?

A question among competition regulators is whether data-driven algorithms are able to learn to collude instead of compete against each other. There has been debate about the question whether such `algorithmic collusion' is really possible or merely science fiction. The following paper contributes to this debate by providing a formal definition, a set of requirements that an algorithm should satisfy before one should properly call it collusive.  

These three papers show that algorithmic collusion is possible in several market models:

An assessment of claims that Q-learning algorithms autonomously learn to collude:

Can dynamic pricing reduce waste?

Can giving markdowns at expiry dates simultaneously reduce waste and increase profit of perishable products?  

Can algorithms learn optimal prices and assortments from data?

These fifteen papers are about algorithms that learn optimal prices and product assortments from data: 

Various papers on optimal pricing

Succinct description of the time it takes to sell a dynamically priced product:

A method to compute optimal prices under the finite-mixture logit demand model:

An optimal policy for a continuous-time price optimization problem:

Some statistical papers 

Can a simple model lead to better decisions than a complex model? How to choose between the two?

Estimation of e.g. queueing related quantities via Laplace transforms:

Rates of convergence for maximum (quasi-)likelihood estimators in certain generalized linear models:

More data is not always better, sometimes it can be worse:

Other topics

Two papers about learning and trust:

A popular summary of choice models (in Dutch):

PhD thesis

Master's thesis

My `doctoraalscriptie' (Master's thesis) written in 2006, later turned into a paper. The topic is queueing networks with time-dependent (`transient') product-form probability distribution:

Bachelor's thesis

My `kleine scriptie' (bachelor's thesis), written in 2004/5: