Add to ORKGThe formal unitarity conditions for stochastic equations driven by the renormalized square of white noise are shown to hold rigorously in the framework of sesquilinear forms on the Fock space
In this thesis, we develop a stochastic calculus for the space-time Lévy white noise introduced in [...
Abstract In this paper, based on the white noise theory for d-parameter Lévy random fields given by ...
§1. Introduction and motivation §2. The white noise probability space §3. Generalized white noise fu...
The formal unitarity conditions for stochastic equations driven by the renormalized square of whit...
We prove the stochastic independence of the basic integrators of the renormalized square of white no...
Using the closed Ito's table for the renormalized square of white noise, recently obtained by Acc...
We consider the renormalized Ito table for higher powers of white noise and, assuming that there exi...
We prove the It\^{o} multiplication table for the stochastic differentials of the universal envelopi...
Abstract. White noise distribution theory over the complex Gauss-ian space is established on the bas...
We develop a white noise framework and the theory of stochastic distribution spaces for Hilbert spac...
Abstract. We prove the existence and uniqueness theorem for stochastic differential equation8 with b...
In this paper we develop a white noise framework for the study of stochastic partial differential eq...
In order to prove the existence and the uniqueness of operator solutions of some white noise stocha...
We investigate the properties of the Wick square of Gaussian white noises through a new method to pe...
In this thesis, we develop a stochastic calculus for the space-time Lévy white noise introduced in [...
Abstract In this paper, based on the white noise theory for d-parameter Lévy random fields given by ...
§1. Introduction and motivation §2. The white noise probability space §3. Generalized white noise fu...
The formal unitarity conditions for stochastic equations driven by the renormalized square of whit...
We prove the stochastic independence of the basic integrators of the renormalized square of white no...
Using the closed Ito's table for the renormalized square of white noise, recently obtained by Acc...
We consider the renormalized Ito table for higher powers of white noise and, assuming that there exi...
We prove the It\^{o} multiplication table for the stochastic differentials of the universal envelopi...
Abstract. White noise distribution theory over the complex Gauss-ian space is established on the bas...
We develop a white noise framework and the theory of stochastic distribution spaces for Hilbert spac...
Abstract. We prove the existence and uniqueness theorem for stochastic differential equation8 with b...
In this paper we develop a white noise framework for the study of stochastic partial differential eq...
In order to prove the existence and the uniqueness of operator solutions of some white noise stocha...
We investigate the properties of the Wick square of Gaussian white noises through a new method to pe...
In this thesis, we develop a stochastic calculus for the space-time Lévy white noise introduced in [...
Abstract In this paper, based on the white noise theory for d-parameter Lévy random fields given by ...
§1. Introduction and motivation §2. The white noise probability space §3. Generalized white noise fu...