Add to ORKGMotivated by open problems of well posedness in fluid dynamics, two topics related to strong solutions of SDEs are discussed. The first one on stochastic flows for SDEs with non regular drift helps to solve a stochastic transport equation where the corresponding deterministic equation is not well posed. The second one is a concept of strong superposition solution motivated by problems where uniqueness is not true or not known
We consider stochastic evolution equations in Hilbert spaces with merely measurable and locally boun...
We prove existence and uniqueness of strong solutions, as well as continuous dependence on the initi...
We prove existence and uniqueness of strong solutions, as well as continuous dependence on the initi...
Motivated by open problems of well posedness in fluid dynamics, two topics related to strong solutio...
Motivated by open problems of well posedness in fluid dynamics, two topics related to strong solutio...
Linear stochastic transport and continuity equations with drift in critical Lp spaces are considered...
We prove existence and uniqueness of strong solutions to stochastic differential equations with unit...
We present a well-posedness result for strong solutions of one-dimensional stochastic differential e...
We study strong existence and pathwise uniqueness for stochastic differential equations in Rd with r...
We show the existence of strong solutions and pathwise uniqueness for two types of one-dimensional s...
International audienceWe study strong existence and pathwise uniqueness for stochastic differential ...
Linear stochastic transport and continuity equations with drift in critical Lp spaces are considere...
We consider the Stochastic Differential Equation $X_t = X_0 + \int_0^t b(s,X_s) ds + B_t$, in $\math...
We consider the Stochastic Differential Equation $X_t = X_0 + \int_0^t b(s,X_s) ds + B_t$, in $\math...
The theory of stochastic differential equations (SDE) describes the world using differential equatio...
We consider stochastic evolution equations in Hilbert spaces with merely measurable and locally boun...
We prove existence and uniqueness of strong solutions, as well as continuous dependence on the initi...
We prove existence and uniqueness of strong solutions, as well as continuous dependence on the initi...
Motivated by open problems of well posedness in fluid dynamics, two topics related to strong solutio...
Motivated by open problems of well posedness in fluid dynamics, two topics related to strong solutio...
Linear stochastic transport and continuity equations with drift in critical Lp spaces are considered...
We prove existence and uniqueness of strong solutions to stochastic differential equations with unit...
We present a well-posedness result for strong solutions of one-dimensional stochastic differential e...
We study strong existence and pathwise uniqueness for stochastic differential equations in Rd with r...
We show the existence of strong solutions and pathwise uniqueness for two types of one-dimensional s...
International audienceWe study strong existence and pathwise uniqueness for stochastic differential ...
Linear stochastic transport and continuity equations with drift in critical Lp spaces are considere...
We consider the Stochastic Differential Equation $X_t = X_0 + \int_0^t b(s,X_s) ds + B_t$, in $\math...
We consider the Stochastic Differential Equation $X_t = X_0 + \int_0^t b(s,X_s) ds + B_t$, in $\math...
The theory of stochastic differential equations (SDE) describes the world using differential equatio...
We consider stochastic evolution equations in Hilbert spaces with merely measurable and locally boun...
We prove existence and uniqueness of strong solutions, as well as continuous dependence on the initi...
We prove existence and uniqueness of strong solutions, as well as continuous dependence on the initi...