This is the proceedings of the 2nd Japanese-German Symposium on Infinite Dimensional Harmonic Analysis held from September 20th to September 24th 1999 at the Department of Mathematics of Kyoto University.この論文集は, 1999年9月20日から9月24日の日程で京都大学理学研究科数学教室において開催された第2回日独セミナー「無限次元調和解祈」の成果をもとに編集されたものである.編集 : ハーバート・ハイヤー, 平井 武, 尾畑 信明Editors: Herbert Heyer, Takeshi Hirai, Nobuaki Obata #e
This is the proceedings of the 2nd Japanese-German Symposium on Infinite Dimensional Harmonic Analys...
AbstractA functional central limit theorem is proved for a class of finitely exchangeable random var...
The purpose of this paper is to present a wide picture of asymptotic results of large powers of coef...
This is the proceedings of the 2nd Japanese-German Symposium on Infinite Dimensional Harmonic Analys...
This is the proceedings of the 2nd Japanese-German Symposium on Infinite Dimensional Harmonic Analys...
This is the proceedings of the 2nd Japanese-German Symposium on Infinite Dimensional Harmonic Analys...
This is the proceedings of the 2nd Japanese-German Symposium on Infinite Dimensional Harmonic Analys...
We give general conditions for the central limit theorem and weak convergence to Brownian motion (th...
This is the proceedings of the 2nd Japanese-German Symposium on Infinite Dimensional Harmonic Analys...
This is the proceedings of the 2nd Japanese-German Symposium on Infinite Dimensional Harmonic Analys...
We reduce the local limit theorem for a non-compact semisimple Lie group acting on its symmetric spa...
Title changed. Major changes: results improved. 24 pagesInternational audienceIn this paper, we stud...
Title changed. Major changes: results improved. 24 pagesInternational audienceIn this paper, we stud...
We obtain a central limit theorem for closed Riemannian manifolds, clarifying along the way the geom...
Many statistical applications require establishing central limit theorems for sums/integrals or for...
This is the proceedings of the 2nd Japanese-German Symposium on Infinite Dimensional Harmonic Analys...
AbstractA functional central limit theorem is proved for a class of finitely exchangeable random var...
The purpose of this paper is to present a wide picture of asymptotic results of large powers of coef...
This is the proceedings of the 2nd Japanese-German Symposium on Infinite Dimensional Harmonic Analys...
This is the proceedings of the 2nd Japanese-German Symposium on Infinite Dimensional Harmonic Analys...
This is the proceedings of the 2nd Japanese-German Symposium on Infinite Dimensional Harmonic Analys...
This is the proceedings of the 2nd Japanese-German Symposium on Infinite Dimensional Harmonic Analys...
We give general conditions for the central limit theorem and weak convergence to Brownian motion (th...
This is the proceedings of the 2nd Japanese-German Symposium on Infinite Dimensional Harmonic Analys...
This is the proceedings of the 2nd Japanese-German Symposium on Infinite Dimensional Harmonic Analys...
We reduce the local limit theorem for a non-compact semisimple Lie group acting on its symmetric spa...
Title changed. Major changes: results improved. 24 pagesInternational audienceIn this paper, we stud...
Title changed. Major changes: results improved. 24 pagesInternational audienceIn this paper, we stud...
We obtain a central limit theorem for closed Riemannian manifolds, clarifying along the way the geom...
Many statistical applications require establishing central limit theorems for sums/integrals or for...
This is the proceedings of the 2nd Japanese-German Symposium on Infinite Dimensional Harmonic Analys...
AbstractA functional central limit theorem is proved for a class of finitely exchangeable random var...
The purpose of this paper is to present a wide picture of asymptotic results of large powers of coef...