【摘 要】
：
In this talk we review theoretical results on the mean-square convergence of numerical methods for stochastic ordinary differential equations,stochastic del
【机 构】
：
ChineseAcademyofSciences
论文部分内容阅读
In this talk we review theoretical results on the mean-square convergence of numerical methods for stochastic ordinary differential equations,stochastic delay differential equations,neutral stochastic delay differential equations,jump-diffusion differential equations,neutral stochastic delay differential equations with jump-diffusion,stochastic partial differential equations.
其他文献
Consider the following general nonlinear system Au=N(u),u∈H,Where H is a Hilbert space,A is a self-adjoint operator in H,and N is a(nonlinear)gradient mapp
As is well-known,the solution of Maxwell equations is singular in the sense that the solution does not belong to(S)H^1(Omega)(S)-space.It has been a challe
Let Conv(Rn)be the cone of all extended-real-valued lower semicontinuous convex functions on Rn.
In this talk,we mainly discuss some new advances concerning the Johnson-Schechtman inequalities in the setting of freely independent random variables,noncom
This talk mainly focus on geometric analysis of symbol curves of analytic Toeplitz operators.Under a mild condition,we establish the connection between tota