- Pinsker inequalities and related Monge-Ampere equations for log concave functions. ArXiv: 2005.07055 Indiana University Mathematics Journal, 71, No. 6 (2022) Jointly with A. Kolesnikov and E. M. Werner.
- Stability results for some geometric inequalities and their functional versions Book Chapter: Convexity and Concentration Vol. 161 of IMA Volumes in Mathematics and its Applications p: 541-564 Springer 2017 Jointly with E. Werner
- Affine isoperimetric inequalities in the functional Orlicz-Brunn-Minkowski theory Advances in Applied Mathematics, Vol. 81, pages: 78-114 (2016) Jointly with D. Ye
- Functional version of L_p-affine surface area and entropy inequalities International Mathematics Research Notices, Vol. 2016, pages: 1223-1250 (2016) Jointly with M. Fradelizi, O. Guedon, J. Lehec, C. Schuett and E. Werner
- Mixed f-divergence and inequalities for log concave functions Proceedings of the London Mathematical Society, Vol. 110, pages: 271-290 (2015) Jointly with E. Werner
- Divergence for s-concave and log concave functions Advances in Mathematics, Vol. 257, pages: 219-247 (2014) Jointly with E. Werner
- Divergence and entropy inequalities for log concave functions, Ph.D. Thesis, August 2014 Advisers: Elisabeth M. Werner and Stanislaw J. Szarek
- Floating Bodies, M.S. Thesis, August 2010 Adviser: Elisabeth M. Werner