The concepts of Feynman integrals in white noise analysis areused to realize the Feynman integrand for a charged particle in a constantmagnetic field as a Hida distribution. For this purpose the velocity dependentpotential gives rise to a generalized Gauss kernel.
The diffusion of charged particles in a gaussian stochastic magnetic field characterized by finite c...
The indefinite integral of the homogenized Ornstein-Uhlenbeck process is a well-known model for phys...
The statistical distribution function introduced by Boltzmann and his ki- netic equation are the fu...
Grothaus M, Khandekar DC, daSilva JL, Streit L. The Feynman integral for time-dependent anharmonic o...
We rwiew some basic notions and results of White Noise Analysis that are used in the con struction o...
Streit L, HIDA T. WHITE NOISE-ANALYSIS AND ITS APPLICATION TO FEYNMAN INTEGRAL. LECTURE NOTES IN MAT...
In this paper the following will be discussed: 1. Why the white noise analysis is applied to the Fey...
AbstractWe apply white noise calculus to the computation, according to the rigorous definitions give...
DEFARIA M, POTTHOFF J, Streit L. THE FEYNMAN INTEGRAND AS A HIDA DISTRIBUTION. JOURNAL OF MATHEMATIC...
KHANDEKAR DC, Streit L. CONSTRUCTING THE FEYNMAN INTEGRAND. ANNALEN DER PHYSIK. 1992;1(1):49-55.Rece...
This thesis is separated into three main parts: Development of Gaussian and White Noise Analysis, Ha...
Abstract. In this paper, we discuss the application of white noise analysis to the Feynman path inte...
Grothaus M, Streit L, Vogel A. Feynman integrals as Hida distributions: the case of non-perturbative...
Kuna T, Streit L, Westerkamp W. Feynman integrals for a class of exponentially growing potentials. J...
AbstractA model for the transport of charged particles in a random magnetic field is a Volterra inte...
The diffusion of charged particles in a gaussian stochastic magnetic field characterized by finite c...
The indefinite integral of the homogenized Ornstein-Uhlenbeck process is a well-known model for phys...
The statistical distribution function introduced by Boltzmann and his ki- netic equation are the fu...
Grothaus M, Khandekar DC, daSilva JL, Streit L. The Feynman integral for time-dependent anharmonic o...
We rwiew some basic notions and results of White Noise Analysis that are used in the con struction o...
Streit L, HIDA T. WHITE NOISE-ANALYSIS AND ITS APPLICATION TO FEYNMAN INTEGRAL. LECTURE NOTES IN MAT...
In this paper the following will be discussed: 1. Why the white noise analysis is applied to the Fey...
AbstractWe apply white noise calculus to the computation, according to the rigorous definitions give...
DEFARIA M, POTTHOFF J, Streit L. THE FEYNMAN INTEGRAND AS A HIDA DISTRIBUTION. JOURNAL OF MATHEMATIC...
KHANDEKAR DC, Streit L. CONSTRUCTING THE FEYNMAN INTEGRAND. ANNALEN DER PHYSIK. 1992;1(1):49-55.Rece...
This thesis is separated into three main parts: Development of Gaussian and White Noise Analysis, Ha...
Abstract. In this paper, we discuss the application of white noise analysis to the Feynman path inte...
Grothaus M, Streit L, Vogel A. Feynman integrals as Hida distributions: the case of non-perturbative...
Kuna T, Streit L, Westerkamp W. Feynman integrals for a class of exponentially growing potentials. J...
AbstractA model for the transport of charged particles in a random magnetic field is a Volterra inte...
The diffusion of charged particles in a gaussian stochastic magnetic field characterized by finite c...
The indefinite integral of the homogenized Ornstein-Uhlenbeck process is a well-known model for phys...
The statistical distribution function introduced by Boltzmann and his ki- netic equation are the fu...
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