Sergey Nadtochiy
- Professor of Applied Mathematics
Education
鈥 Princeton University Ph.D. in Operations Research & Financial Engineering, 2009. Advisor: R. Carmona.
鈥 Princeton University M.A. in Operations Research & Financial Engineering, 2008. Advisor: R. Carmona.
鈥 Moscow State University Specialist (M.Sc.) in Mathematics, 2005. Summa cum laude. Advisor: A. Shiryaev.
Research Interests
Financial Mathematics, Probability Theory, Partial Differential Equations, Stochastic Control, Game Theory
Awards
Award for excellence (honorific fellowship). Moscow State University, 2001鈥2005
Publications
- S. Nadtochiy 鈥淎 simple microstructural explanation of concave price impact.鈥 Submitted for publication
- I. Ekren and S. Nadtochiy 鈥淯tility-based hedging and indifference price of contingent claims in Almgren-Chriss model with temporary impact.鈥 Submitted for publication
- F. Delarue, S. Nadtochiy and M. Shkolnikov 鈥淕lobal Solution to Super-cooled Stefan Problem with Blow-ups: Regularity and Uniqueness.鈥 Submitted for publication, arXiv:1902.05174
- S. Nadtochiy and M. Shkolnikov 鈥淢ean Field Systems on Networks, with Singular Interaction through Hitting Times.鈥 To appear in Annals of Probability
- S. Nadtochiy and T. Zariphopoulou 鈥淥ptimal Contract for a Fund Manager with Capital Injections and Endogenous Trading Constraints.鈥 SIAM Journal on Financial Mathematics, 10(3) (published online), 2019
- R. Gayduk and S. Nadtochiy 鈥淐ontrol-Stopping Games for Market Microstructure and Beyond.鈥 To appear in Mathematics of Operations Research
- S. Nadtochiy and M. Shkolnikov 鈥淧article Systems with Singular Interaction through Hitting Times: Application in Systemic Risk Modeling.鈥 Annals of Applied Probability, 29(1):89鈥129, 2019
- R. Gayduk and S. Nadtochiy 鈥淓ndogenous Formation of Limit Order Books: Dynamics Between Trades.鈥 SIAM Journal on Control and Optimization, 56(3):1577鈥1619, 2018
- R. Gayduk and S. Nadtochiy 鈥淟iquidity Effects of Trading Frequency.鈥 Mathematical Finance, 28(3):839鈥876, 2018
- S. Nadtochiy and J. Obloj 鈥淩obust Trading of Implied Skew.鈥 International Journal of Theoretical and Applied Finance, 20(2), 2017
- R. Carmona, Y. Ma and S. Nadtochiy 鈥淪imulation of Implied Volatility Surfaces via Tangent L茅vy models.鈥 SIAM Journal on Financial Mathematics, 8(1):171鈥213, 2017
- E. Bayraktar and S. Nadtochiy 鈥淲eak Reflection Principle for L茅vy processes.鈥 Annals of Applied Probability, 25(6):3251鈥3294, 2015
- S. Nadtochiy and M. Tehranchi 鈥淥ptimal Investment for All Time Horizons and Martin Boundary of Space-time Diffusions.鈥 Mathematical Finance, 27(2):438鈥470, 2017
- P. Carr and S. Nadtochiy 鈥淟ocal Variance Gamma and Explicit Calibration to Option Prices.鈥 Mathematical Finance, 27(1):151鈥193, 2017
Grants
鈥&苍产蝉辫;NSF CAREER Grant DMS-1855309, 2017鈥2022, single PI.
鈥 NSF Grant DMS-1411824, 2014鈥2017, single PI.
鈥 SIAG/FME Junior Scientist Prize. SIAM, 2012.
鈥 Charlotte Elizabeth Procter Honorific Fellowship. Princeton University, 2008鈥2009.
鈥 Gordon Y.S. Wu Honorific Fellowship. Princeton University, 2005鈥2009.
Expertise
Financial Mathematics, Probability Theory, Partial Differential Equations, Stochastic Control and Game Theory.