College Park, MD 20742
e-mail: stavrosp AT umd DOT edu
office: MATH 2117
Welcome to my webpage! My name is Stavros and I am a fifth year PhD student at the University of Maryland, studying under the supervision of Prof. Jacob Bedrossian.
Research:
My research focuses on deterministic and stochastic evolution equations that arise in continuum mechanics, in particular in the study of fluids and plasmas. I am interested in understanding the behavior of various models at large times, often in limiting cases (such as vanishing viscosity or infinite mean free path). Some keywords:
- Fluid Dynamics: stochastic fluids, turbulence, (ir)regularity of weak solutions, inviscid limits
- Kinetic theory: collisionless kinetic theory, weakly collisional limits, magnetized plasmas, stochastic kinetic theory
Publications
Papathanasiou, S. (2021). Sufficient conditions for local scaling laws for stationary martingale solutions to the 3D Navier-Stokes equations. Nonlinearity, 34(5), 2937. (arXiv:2007.08838)
Teaching:
This semester I am a grader for MATH462 and MATH673. My previous teaching experience includes:
- MATH140: Calculus I - Spring 2019
- MATH141: Calculus II - Fall 2017, Spring 2018
- MATH240: Introduction to Linear Algebra - Spring 2021, Summer 2021 (main instructor), Fall 2021
- MATH241: Calculus III - Fall 2018
- Grading experience: MATH 410 (Advanced Calculus I), MATH431 (Euclidean and Non-Euclidean Geometries), MATH632 (Functional Analysis), MATH674 (PDE II)
Student PDE Seminar
Here is a link to the webpage of the UMD Graduate Student PDE Seminar.
