## Learning Determinantal Point Processes

Learning Signed Determinantal Point Processes through the Principal Minor Assignment Problem, *Accepted at NIPS 2018 *(arXiv:1811.00465; For the presentation: Poster)

Maximum likelihood estimation of Determinantal Point Processes, Joint with A. Moitra, P. Rigollet and J. Urschel, *Submitted *(arXiv:1701.06501)

Learning Determinantal Point Processes with Moments and Cycles, Joint with A. Moitra, P. Rigollet and J. Urschel, Accepted at ICML 2017 (For the presentation: Slides – Poster)

Rates of estimation for determinantal point processes, Joint with A. Moitra, P. Rigollet and J. Urschel, Accepted at COLT 2017 (For the presentation: Slides – Poster)

## Set estimation / Stochastic geometry

Adaptive estimation of convex polytopes and convex sets from noisy data, Electronic Journal of Statistics, Vol. 7, pp. 1301-1327 (2013)

Adaptive estimation of polytopal and convex support, Probability Theory and Related Fields, Vol. 164, pp. 1-16 (2016)

A universal deviation inequality for random polytopes, Working paper (__arXiv:1311.2902__)

A change-point problem and inference for segment signals, *to appear in ESAIM: Probability and Statistics *(__arXiv:1404.6224__)

Uniform behaviors of random polytopes under the Hausdorff metric,* to appear in Bernoulli *(__arXiv:1503.0154__)

Concentration of the empirical level sets of Tukey’s halfspace depth, *to appear in Probability Theory and Related Fields *(arXiv:1605.09456)

Uniform deviation and moment inequalities for random polytopes with general densities in arbitrary convex bodies, *Submitted *(arXiv:1704.01620)

Estimation of convex supports from noisy measurements, Joint with J. Klusowski and X. Yang, *Submitted* (Work presented at JSM 2017: Slides)

Methods for Estimation of Convex Sets, *to appear in Statistical Science* (arXiv:1709.03137)

## Robustness

Best Arm identification for Contaminated Bandits, Joint with J. Altschuler and A. Malek, *Submitted* (arXiv:1802.09514)