Panagiotis E.DFG, FOR 2402, Rough Paths, Stochastic Partial Differential Equations and Related TopicsEC/FP7/258237/EU/Rough path theory, differential equations and stochastic analysis/RP
We prove a general theorem that the L (R ; R) ⊗ L (R ; R)-valued solution of an infinite horizon bac...
We prove well-posedness for doubly nonlinear parabolic stochastic partial differential equations of ...
We consider stochastic versions of Euler--Arnold equations using the infinite-dimensional geometric ...
We study the existence and uniqueness of the stochastic viscosity solutions of fully nonlinear, poss...
We generalize the notion of pathwise viscosity solutions, put forward by Lions and Souganidis to stu...
In this article we study stochastic hereditary systems on Rd, their flows and regularity of their so...
This thesis is concerned with the theory and applications of certain fully nonlinear stochastic part...
We further elaborate on the solvability of stochastic partial differential equations (SPDEs). We sha...
AbstractWe study a class of linear first and second order partial differential equations driven by w...
We present an existence theory for martingale and strong solutions to doubly nonlinear evolution equ...
We present two criteria to conclude that a stochastic partial differential equation (SPDE) posseses ...
In this work we present some new results concerning stochastic partial differential and integro-dif...
This article is a sequel, aimed at completing the characterization of the pathwise local structure o...
This paper introduces a convenient solution space for the uniformly elliptic fully nonlinear path de...
Completing the analysis in Scarpa (Math Models Methods Appl Sci 30(5): 991–1031 2020), we investigat...
We prove a general theorem that the L (R ; R) ⊗ L (R ; R)-valued solution of an infinite horizon bac...
We prove well-posedness for doubly nonlinear parabolic stochastic partial differential equations of ...
We consider stochastic versions of Euler--Arnold equations using the infinite-dimensional geometric ...
We study the existence and uniqueness of the stochastic viscosity solutions of fully nonlinear, poss...
We generalize the notion of pathwise viscosity solutions, put forward by Lions and Souganidis to stu...
In this article we study stochastic hereditary systems on Rd, their flows and regularity of their so...
This thesis is concerned with the theory and applications of certain fully nonlinear stochastic part...
We further elaborate on the solvability of stochastic partial differential equations (SPDEs). We sha...
AbstractWe study a class of linear first and second order partial differential equations driven by w...
We present an existence theory for martingale and strong solutions to doubly nonlinear evolution equ...
We present two criteria to conclude that a stochastic partial differential equation (SPDE) posseses ...
In this work we present some new results concerning stochastic partial differential and integro-dif...
This article is a sequel, aimed at completing the characterization of the pathwise local structure o...
This paper introduces a convenient solution space for the uniformly elliptic fully nonlinear path de...
Completing the analysis in Scarpa (Math Models Methods Appl Sci 30(5): 991–1031 2020), we investigat...
We prove a general theorem that the L (R ; R) ⊗ L (R ; R)-valued solution of an infinite horizon bac...
We prove well-posedness for doubly nonlinear parabolic stochastic partial differential equations of ...
We consider stochastic versions of Euler--Arnold equations using the infinite-dimensional geometric ...
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