education

• Stanford University, B.S. Mathematical and Model Engineering, GPA: 3.97, ongoing
• International School of Lausanne, Bilingual IB Diploma, 44/45 pts, 2019–2023
• Harvard Summer Program in Philosophy, 2022
• Conservatoire de Lausanne et Haute École de Musique (HEMU), Dual degree in classical piano and music theory, 2016-2020
• SAT: 1580 (Math: 790, English: 790)
• GRE: 336 (Quantitative: 170, Verbal: 166, Writing: 6.0)
• IB Higher Levels: Physics (7), Computer Science (7), Economics (7), Mathematics (7)

relevant coursework

• CS 106B – Programming Abstractions
• CME 295 – Transformers and Large Language Models
• Datasci 161 – Causality, Decision Making and Data Science
• Econ 102A – Statistics for Social Scientists
• Econ 50 – Economic Analysis
• Econ 216 – Development Economics III
• Econ 291 – Social and Economic Networks
• Econ 271 – Intermediate Econometrics II
• Econ 272 – Intermediate Econometrics III: Methods for Applied Econometrics
• Econ 287 – Topics in Market Design
• EE 283 – Markov Decision Processes
• Math 51 – Linear Algebra and Multivariable Calculus
• Math 104 – Applied Matrix Theory
• Math 115 – Real Analysis
• Math 136 – Stochastic Processes
• ME 233 – Automated Model Discovery
• MS&E 228 – Applied Causal Inference
• MS&E 319 – Matching Theory
• MS&E 408 – Directed Reading (spectral graph theory)
• Physics 83N – Physics in the 21st Century
• Soc 341W – Inequality Workshop
• Soc 315W – Economy and Society Workshop
• Stats 117 – Probability Theory
• Stats 118 – Probability Theory for Causal Inference
• Symsys 1 – Symbolic Systems