
Reo Tsuboya
Doctoral Researcher and SAiS Visitor
Kyoto University · Visiting SAiS at TU Berlin
Reo Tsuboya studies stochastic partial differential equations, with a particular interest in stochastic fluid dynamics. His current work develops weak-solution theory for compressible viscous fluids driven by stochastic forces in bounded domains, including physically motivated slip boundary conditions of friction type.
CV summary
He is a doctoral student in the Department of Mathematics, Graduate School of Science, Kyoto University, where he works with Seiichiro Kusuoka. The department lists stochastic partial differential equations as his research field.
Research areas
Five research keywords
- stochastic compressible Navier–Stokes equations
- weak solutions
- slip boundary conditions
- stochastic forcing
- viscous fluids
Selected publication
22 January 2026
Stochastically forced compressible Navier–Stokes equations with slip boundary conditions of friction type
This paper establishes the existence of analytically and probabilistically consistent weak solutions for stochastically forced compressible viscous fluids on bounded domains with friction-type slip boundary conditions.
