Parisa Fatheddin

Parisa Fatheddin works in probability theory, focusing on how random noise affects the behavior of solutions to certain partial differential equations, such as the stochastic Navier-Stokes, Schrödinger, and Boussinesq equations. Much of this work uses 'large deviations' and 'law of the iterated logarithm' techniques, which are mathematical tools for describing rare or extreme fluctuations and long-term growth patterns in random systems. This research is theoretical and sits at the intersection of probability, analysis, and mathematical physics, with potential relevance to modeling fluids and wave phenomena under uncertainty.

Publication output has been irregular over the last decade, with a notable spike in 2022 (including several expository pieces) followed by a return to a steady but modest pace of one to two research papers per year.

Generated by claude-sonnet-5 from public bibliographic data · Jul 20, 2026