My research uses game-theoretic and information-economic models to study strategic interaction under uncertainty. Current projects focus on innovation races, patent strategy, and the competitive dynamics of AI development.
Publications in Economics
Risk Perception: Measurement and Aggregation
Journal of the European Economic Association, 2025, 23(4), 1309–1349
In a model inspired by neuroscience, we study choice between lotteries as a process of encoding and decoding noisy perceptual signals. The implications of this process for behavior depend on the decision-maker's understanding of risk. When the aggregation of perceptual signals is coarse, encoding and decoding generate behavioral risk attitudes even for vanishing perceptual noise. We show that the optimal encoding of lottery rewards is S-shaped and that low-probability events are optimally oversampled. Taken together, the model can explain adaptive-risk attitudes and probability weighting, as in prospect theory. Furthermore, it predicts that risk attitudes are influenced by the anticipation of risk, time pressure, experience, salience, and availability heuristics.
Boundedly Rational Demand
Theoretical Economics, 2024, 19(4), 1415–1442
Evidence suggests that consumers do not perfectly optimize, contrary to a critical assumption of classical consumer theory. We propose a model in which consumer types can vary in both their preferences and their choice behavior. Given data on demand and the distribution of prices, we identify the set of possible values of the consumer surplus based on minimal rationality conditions: every type of consumer must be no worse off than if they either always bought the good or never did. We develop a procedure to narrow the set of surplus values using richer data sets and provide bounds on counterfactual demands.
Publications in Mathematics
Fixed Point Theorems and Ergodic Theorems for Nonlinear Mappings in Banach Spaces
Advances in Mathematical Economics, 2011, 14, 67–87
Weak and Strong Convergence Theorems for Generalized Hybrid Nonself-Mappings in Hilbert Spaces
J. Nonlinear Convex Analysis, 2011, 12(3), 453–470
Fixed Point Theorems and Weak Convergence Theorems for Generalized Hybrid Mappings in Hilbert Spaces
Taiwanese Journal of Mathematics, 2010, 14(6), 2497–2511
An Elementary New Proof of the Determination of a Convex Function by Its Subdifferential
Optimization, 2010, 59(8), 1231–1233
Working Papers
Revealing Private Information in a Patent Race
This article investigates the role of private information in patent races. Although prior work assumes that firms observe their rivals' progress, R&D is often conducted in secrecy. We analyze how the race dynamics change when progress is private and examine whether voluntary disclosure is strategically beneficial, even without direct payoff consequences. We show that a firm may disclose its breakthrough to discourage a rival's R&D effort, but only when the rival has not yet done so and R&D efficiency is sufficiently low. The unique equilibrium takes one of three forms: no-revelation, instant-revelation, or mixed-revelation.
Work in Progress
Secrecy vs. Patenting in Innovation Races
We examine the trade-off between patenting and secrecy in innovation races, considering a model where two firms simultaneously compete in developing two products. Patenting ensures a claim on the product but discloses information to the rival, while secrecy may delay immediate profits in exchange for future technology leadership. In the general case, we find that firms have more incentives to patent when they become less patient or when technological spillovers are lower. Furthermore, we compare patenting behavior when the goods are substitutes or complements. When R&D spillovers are small and the firms are not moderately patient, they exhibit a greater tendency to patent products acting as perfect complements rather than perfect substitutes. These findings are in line with the empirical evidence by Cohen, Nelson, and Walsh (2000), who argue that firms are more likely to keep the innovation secret in “simple” industries, where goods have many potential substitutes, as opposed to “complex” industries, where a new product involves many complementary components.
Frontier AI Lab Competition and Model Release Decisions
Effective oversight of frontier AI requires visibility into what the most capable models can do — but frontier labs may have strong incentives to restrict access. A frontier model is also an input into rivals' R&D: a competing lab with API access can distill capabilities into its own systems, compressing the leader's advantage in a way that no informational disclosure alone can achieve. I model this as a dynamic game between competing labs choosing whether to offer full API access, release a degraded version, or restrict access entirely. The working hypothesis is that competition reduces transparency: withholding denies rivals a critical R&D input, preserving the capability gap and reinforcing further withholding — a capability trap in which the fastest capability growth becomes least visible to external oversight. The project identifies conditions under which governance interventions — such as mandatory disclosure or minimum release obligations — can shift equilibrium behavior toward greater transparency.