AbstractTo obtain a sufficiently rich class of nonlinear functionals of white noise, resp. the Wiener process, we study riggings of the L2 space with the white noise measure. Particular examples are local functionals such as e.g. the ‘square of white noise’ and its exponential with applications in the theory of Feynman Integral
AbstractWe apply white noise calculus to the computation, according to the rigorous definitions give...
AbstractLet (L2)Ḃ− and (L2)ḃ− be the spaces of generalized Brownian functionals of the white noise...
In this paper we will set up the Hida theory of generalized Wiener functionals using *(d), the space...
To obtain a sufficiently rich class of nonlinear functionals of white noise, resp. the Wiener proces...
AbstractTo obtain a sufficiently rich class of nonlinear functionals of white noise, resp. the Wiene...
AbstractFunctionals of Brownian motion can be dealt with by realizing them as functionals of white n...
AbstractIn this paper, a theory of generalized functions is established on an arbitrary abstract Wie...
The paper describes the structure of a new space of generalized Wiener functionals, (D∞)*, called th...
In this paper the following will be discussed: 1. Why the white noise analysis is applied to the Fey...
[[abstract]]The representation of functionals of Brownian motion in terms of stochastic integral wit...
AbstractEmploying the Segal–Bargmann transform (S-transform for abbreviation) of regular Lévy white ...
The additive renormalization {Mathematical expression} s shown to be a generalized Brownian function...
In this paper we discuss some recent developments in the theory of gene-ralized functionals of Brown...
Streit L, HIDA T. GENERALIZED BROWNIAN FUNCTIONALS AND THE FEYNMAN INTEGRAL. STOCHASTIC PROCESSES AN...
DeFaria M, Hida T, Streit L, Watanabe H. Intersection local times as generalized white noise functio...
AbstractWe apply white noise calculus to the computation, according to the rigorous definitions give...
AbstractLet (L2)Ḃ− and (L2)ḃ− be the spaces of generalized Brownian functionals of the white noise...
In this paper we will set up the Hida theory of generalized Wiener functionals using *(d), the space...
To obtain a sufficiently rich class of nonlinear functionals of white noise, resp. the Wiener proces...
AbstractTo obtain a sufficiently rich class of nonlinear functionals of white noise, resp. the Wiene...
AbstractFunctionals of Brownian motion can be dealt with by realizing them as functionals of white n...
AbstractIn this paper, a theory of generalized functions is established on an arbitrary abstract Wie...
The paper describes the structure of a new space of generalized Wiener functionals, (D∞)*, called th...
In this paper the following will be discussed: 1. Why the white noise analysis is applied to the Fey...
[[abstract]]The representation of functionals of Brownian motion in terms of stochastic integral wit...
AbstractEmploying the Segal–Bargmann transform (S-transform for abbreviation) of regular Lévy white ...
The additive renormalization {Mathematical expression} s shown to be a generalized Brownian function...
In this paper we discuss some recent developments in the theory of gene-ralized functionals of Brown...
Streit L, HIDA T. GENERALIZED BROWNIAN FUNCTIONALS AND THE FEYNMAN INTEGRAL. STOCHASTIC PROCESSES AN...
DeFaria M, Hida T, Streit L, Watanabe H. Intersection local times as generalized white noise functio...
AbstractWe apply white noise calculus to the computation, according to the rigorous definitions give...
AbstractLet (L2)Ḃ− and (L2)ḃ− be the spaces of generalized Brownian functionals of the white noise...
In this paper we will set up the Hida theory of generalized Wiener functionals using *(d), the space...
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