We study a counterpart to the quasilinear generalized parabolic Anderson model on the 2-dimensional torus where the coefficients are nonlocal functionals of the solution.
May, 2024
We study a counterpart to the quasilinear generalized parabolic Anderson model on the 2-dimensional torus where the coefficients are nonlocal functionals of the solution.
May, 2024
We study the parabolic defocusing stochastic quantization equation with both mutliplicative spatial white noise and an independant space-time white noise forcing, on compact surfaces, with polynomial nonlinearity.
Jan, 2024
We study the parabolic defocusing stochastic quantization equation with both mutliplicative spatial white noise and an independant space-time white noise forcing, on compact surfaces, with polynomial nonlinearity.
Jan, 2024
We use some tools from nonlinear analysis to study two examples of singular stochastic elliptic PDEs that cannot be solved by the contraction principle or the Schauder fixed point theorem.
Feb, 2022
We use some tools from nonlinear analysis to study two examples of singular stochastic elliptic PDEs that cannot be solved by the contraction principle or the Schauder fixed point theorem.
Feb, 2022