The original publication is available at http://www.sciencedirect.com/science?_ob=MImg&_imagekey=B6WJJ-4CK7TKF-1-1&_cdi=6880&_user=2460301&_pii=S0022123604001363&_origin=search&_coverDate=08%2F01%2F2004&_sk=997869998&view=c&wchp=dGLbVlb-zSkWb&md5=20876a53d93ee98d282ed0a3c135fb89&ie=/sdarticle.pdfWe unify techniques of Poissonian white noise analysis and harmonic analysis on configuration spaces establishing relations between the main structures of both ones. This leads to new results inside of infinite-dimensional analysis as well as in its applications to problems of mathematical physics, e.g., statistical mechanics of continuous systems.peerreviewe
We develop a white noise theory for Poisson random measures associated with a Lévy process. The star...
White Noise Calculus is a distribution theory on Gaussian space, proposed by T. Hida in 1975. This a...
Abstract. Let µG and µP be a Gaussian measure and a Poisson measure on E ∗ , respectively. Let at an...
AbstractWe unify techniques of Poissonian white noise analysis and harmonic analysis on configuratio...
Kondratiev Y, Kuna T, Oliveira MJ. On the relations between Poissonian white noise analysis and harm...
AbstractWe unify techniques of Poissonian white noise analysis and harmonic analysis on configuratio...
General structures of Poissonian white noise analysis are presented.Simultaneously, the theory is de...
Harmonic analysis on configuration spaces is used in order to extend explicit expressions for the im...
Kondratiev Y, Kuna T, Oliveira MJ. Extension of explicit formulas in Poissonian white noise analysis...
Harmonic analysis on configuration spaces is used in order to extend explicit expressions for the im...
Kondratiev Y, Da Silva JL, Streit L, Us GF. Analysis on Poisson and Gamma spaces. INFINITE DIMENSION...
Harmonic analysis on configuration spaces is used in order to extend explicit expressions for the im...
Harmonic analysis on configuration spaces is used in order to extend explicit expressions for the im...
This thesis is composed of two parts, each part treating a different problem from the theory of Harm...
This is the proceedings of the 2nd Japanese-German Symposium on Infinite Dimensional Harmonic Analys...
We develop a white noise theory for Poisson random measures associated with a Lévy process. The star...
White Noise Calculus is a distribution theory on Gaussian space, proposed by T. Hida in 1975. This a...
Abstract. Let µG and µP be a Gaussian measure and a Poisson measure on E ∗ , respectively. Let at an...
AbstractWe unify techniques of Poissonian white noise analysis and harmonic analysis on configuratio...
Kondratiev Y, Kuna T, Oliveira MJ. On the relations between Poissonian white noise analysis and harm...
AbstractWe unify techniques of Poissonian white noise analysis and harmonic analysis on configuratio...
General structures of Poissonian white noise analysis are presented.Simultaneously, the theory is de...
Harmonic analysis on configuration spaces is used in order to extend explicit expressions for the im...
Kondratiev Y, Kuna T, Oliveira MJ. Extension of explicit formulas in Poissonian white noise analysis...
Harmonic analysis on configuration spaces is used in order to extend explicit expressions for the im...
Kondratiev Y, Da Silva JL, Streit L, Us GF. Analysis on Poisson and Gamma spaces. INFINITE DIMENSION...
Harmonic analysis on configuration spaces is used in order to extend explicit expressions for the im...
Harmonic analysis on configuration spaces is used in order to extend explicit expressions for the im...
This thesis is composed of two parts, each part treating a different problem from the theory of Harm...
This is the proceedings of the 2nd Japanese-German Symposium on Infinite Dimensional Harmonic Analys...
We develop a white noise theory for Poisson random measures associated with a Lévy process. The star...
White Noise Calculus is a distribution theory on Gaussian space, proposed by T. Hida in 1975. This a...
Abstract. Let µG and µP be a Gaussian measure and a Poisson measure on E ∗ , respectively. Let at an...