AbstractQuasi-invariance under translation is established for the σ-finite measure unifying Brownian penalisations, which has been introduced by Najnudel, Roynette and Yor [J. Najnudel, B. Roynette, M. Yor, A remarkable σ-finite measure on C(R+,R) related to many Brownian penalisations, C. R. Math. Acad. Sci. Paris 345 (8) (2007) 459–466]. For this purpose, the theory of Wiener integrals for centered Bessel processes, due to Funaki, Hariya and Yor [T. Funaki, Y. Hariya, M. Yor, Wiener integrals for centered Bessel and related processes. II, ALEA Lat. Am. J. Probab. Math. Stat. 1 (2006) 225–240 (electronic)], plays a key role
On the infinite dimensional space E of continuous paths from [0, 1] to Rn, n≥ 1 , endowed with ...
The Brownian motion with multi-dimensional time parameter introduced by Paul Lévy can be viewed as a...
On the infinite dimensional space E of continuous paths from [0, 1] to Rn, n≥ 1 , endowed with ...
Wiener integral for the coordinate process is defined under the σ-finite measure unifying Brownian ...
In this Note, we study a σ-finite measure W on the space C(R+,R), strongly related to Wiener measure...
Wiener integrals for centered powers of Bessel processes, I Tadahisa Funaki∗, Yuu Hariya†and Marc Yo...
Penalising a process is to modify its distribution with a limiting procedure, thus defining a new pr...
Penalising a process is to modify its distribution with a limiting procedure, thus defining a new pr...
In previous papers [T. Funaki, Y. Hariya, M. Yor, Wiener integrals for centered powers of Bessel pro...
AbstractA Cameron–Martin-type theorem is proved for the canonical Brownian motion on the group of ho...
This habilitation thesis contains two parts. In the first one, we study a family of probability meas...
AbstractIn previous papers [T. Funaki, Y. Hariya, M. Yor, Wiener integrals for centered powers of Be...
AbstractMotivated by asymptotic problems in the theory of empirical processes, and specifically by t...
Part of the Springer Proceedings in Mathematics & Statistics book series (PROMS, volume 394)In Honor...
On the infinite dimensional space E of continuous paths from [0, 1] to Rn, n≥ 1 , endowed with ...
On the infinite dimensional space E of continuous paths from [0, 1] to Rn, n≥ 1 , endowed with ...
The Brownian motion with multi-dimensional time parameter introduced by Paul Lévy can be viewed as a...
On the infinite dimensional space E of continuous paths from [0, 1] to Rn, n≥ 1 , endowed with ...
Wiener integral for the coordinate process is defined under the σ-finite measure unifying Brownian ...
In this Note, we study a σ-finite measure W on the space C(R+,R), strongly related to Wiener measure...
Wiener integrals for centered powers of Bessel processes, I Tadahisa Funaki∗, Yuu Hariya†and Marc Yo...
Penalising a process is to modify its distribution with a limiting procedure, thus defining a new pr...
Penalising a process is to modify its distribution with a limiting procedure, thus defining a new pr...
In previous papers [T. Funaki, Y. Hariya, M. Yor, Wiener integrals for centered powers of Bessel pro...
AbstractA Cameron–Martin-type theorem is proved for the canonical Brownian motion on the group of ho...
This habilitation thesis contains two parts. In the first one, we study a family of probability meas...
AbstractIn previous papers [T. Funaki, Y. Hariya, M. Yor, Wiener integrals for centered powers of Be...
AbstractMotivated by asymptotic problems in the theory of empirical processes, and specifically by t...
Part of the Springer Proceedings in Mathematics & Statistics book series (PROMS, volume 394)In Honor...
On the infinite dimensional space E of continuous paths from [0, 1] to Rn, n≥ 1 , endowed with ...
On the infinite dimensional space E of continuous paths from [0, 1] to Rn, n≥ 1 , endowed with ...
The Brownian motion with multi-dimensional time parameter introduced by Paul Lévy can be viewed as a...
On the infinite dimensional space E of continuous paths from [0, 1] to Rn, n≥ 1 , endowed with ...