AbstractLet (X,H,μ) be a real abstract Wiener space. The saddle point method is carried out onXand an exact formula for deformation of contour integration, that is, a formula transferring a Fourier type integral to a Fourier-Laplace one will be concluded. As an application, an exponentially fast decay of stochastic oscillatory integrals onXis studied
We construct and analyze Gauss-type quadrature rules with complex- valued nodes and weights to appro...
We construct and analyze Gauss-type quadrature rules with complex- valued nodes and weights to appro...
AbstractStochastic oscillatory integrals with quadratic phase function are studied in the case where...
AbstractLet (X,H,μ) be a real abstract Wiener space. The saddle point method is carried out onXand a...
AbstractStochastic oscillatory integrals with quadratic phase function are studied in the case where...
In [2], Malliavin and Taniguchi introduced the notion of analytic functions on a real abstract Wiene...
AbstractLet (W0, H0, μ0) be the 2-dimensional classical pinned Wiener space over [0, 1]. A localizat...
AbstractThe eigenvalues and eigenvectors of the Hilbert–Schmidt operators corresponding to the Wiene...
Sucient conditions are found for stochastic convolution integrals driven by a Wiener process in a Hi...
Sucient conditions are found for stochastic convolution integrals driven by a Wiener process in a Hi...
AbstractIn this article we present a method for developing certain Wiener integrals in an asymptotic...
In this thesis, we study the following multilinear oscillatory integral introduced by Christ, Li, Ta...
"Several aspects of microlocal analysis". October 20~24, 2014. edited by Naofumi Honda, Yasunori Oka...
AbstractA new complexification of a real abstract Wiener space will be introduced, and some analogs ...
We construct and analyze Gauss-type quadrature rules with complex- valued nodes and weights to appro...
We construct and analyze Gauss-type quadrature rules with complex- valued nodes and weights to appro...
We construct and analyze Gauss-type quadrature rules with complex- valued nodes and weights to appro...
AbstractStochastic oscillatory integrals with quadratic phase function are studied in the case where...
AbstractLet (X,H,μ) be a real abstract Wiener space. The saddle point method is carried out onXand a...
AbstractStochastic oscillatory integrals with quadratic phase function are studied in the case where...
In [2], Malliavin and Taniguchi introduced the notion of analytic functions on a real abstract Wiene...
AbstractLet (W0, H0, μ0) be the 2-dimensional classical pinned Wiener space over [0, 1]. A localizat...
AbstractThe eigenvalues and eigenvectors of the Hilbert–Schmidt operators corresponding to the Wiene...
Sucient conditions are found for stochastic convolution integrals driven by a Wiener process in a Hi...
Sucient conditions are found for stochastic convolution integrals driven by a Wiener process in a Hi...
AbstractIn this article we present a method for developing certain Wiener integrals in an asymptotic...
In this thesis, we study the following multilinear oscillatory integral introduced by Christ, Li, Ta...
"Several aspects of microlocal analysis". October 20~24, 2014. edited by Naofumi Honda, Yasunori Oka...
AbstractA new complexification of a real abstract Wiener space will be introduced, and some analogs ...
We construct and analyze Gauss-type quadrature rules with complex- valued nodes and weights to appro...
We construct and analyze Gauss-type quadrature rules with complex- valued nodes and weights to appro...
We construct and analyze Gauss-type quadrature rules with complex- valued nodes and weights to appro...
AbstractStochastic oscillatory integrals with quadratic phase function are studied in the case where...