4 papers
Design of boundary stabilizers for the non-autonomous cubic semilinear heat equation, driven by a multiplicative noise
Iout Munteanu
Here we design boundary feedback stabilizers to unbounded trajectories, for semi-linear stochastic heat equation with cubic non-linearity. The feedback controller is linear, given…
Global solutions for random vorticity equations perturbed by gradient dependent noise, in two and three dimensions
Ionut Munteanu, Michael Roeckner
The aim of this work is to prove an existence and uniqueness result of Kato-Fujita type for the Navier-Stokes equations, in vorticity form, in and , perturbed by a gradi…
The total variation flow perturbed by gradient linear multiplicative noise
Michael Rockner, Ionut Munteanu
We consider stochastic non-linear diffusion equations with a highly singular diffusivity term and multiplicative gradient-type noise. We study existence and uniqueness of non-negat…
Boundary feedback stabilization of Fisher's equation
Hanbing Liu, Peng Hu, Munteanu Ionut
The aim of this work is to design an explicit finite dimensional boundary feedback controller for locally exponentially stabilizing the equilibrium solutions to Fisher's equation i…