Add to ORKGBrownian motion on disconnected sets, basic hypergeometric functions, and some continued fractions of Ramanuja
Brownian Motion is one of the most useful tools in the arsenal of stochastic models. This phenomenon...
AbstractWe prove an integration by parts formula on the law of the reflecting Brownian motion X≔|B| ...
We study several generalizations of the AGM continued fraction of Ramanujan inspired by a series of ...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 1961.Includes bibliogr...
This work is a study of the relationship between Brownian motion and elementary, linear partial diff...
In this research we are looking at Kakutani’s classical result on the connec-tion between Brownian m...
An exposition of research on the martingale and analytic inequalities associated with Hardy spaces a...
Part of the Applied Mathematics Commons, Applied Statistics Commons, and the Mathematic
The conference was attended by about 35 participants, including Ph.D. students, postdoctoral fellows...
International audienceWe give a geometric description of the motion of eigenvalues of a Brownian mot...
The Brownian motion with multi-dimensional time parameter introduced by Paul Lévy can be viewed as a...
Dedicated to Elliott Lieb on the occasion of his 80th birthday ABSTRACT. Brownian motions on a metri...
Open access. Scanned from Vol.4 of Scientific Papers of C.V. Raman. Ed. by S. Ramaseshan. Published ...
Summary. We study a class of diffusions, conjugate Brownian motion, related to Brownian motion in Ri...
AbstractThis article presents a survey of the theory of the intersections of Brownian motion paths. ...
Brownian Motion is one of the most useful tools in the arsenal of stochastic models. This phenomenon...
AbstractWe prove an integration by parts formula on the law of the reflecting Brownian motion X≔|B| ...
We study several generalizations of the AGM continued fraction of Ramanujan inspired by a series of ...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 1961.Includes bibliogr...
This work is a study of the relationship between Brownian motion and elementary, linear partial diff...
In this research we are looking at Kakutani’s classical result on the connec-tion between Brownian m...
An exposition of research on the martingale and analytic inequalities associated with Hardy spaces a...
Part of the Applied Mathematics Commons, Applied Statistics Commons, and the Mathematic
The conference was attended by about 35 participants, including Ph.D. students, postdoctoral fellows...
International audienceWe give a geometric description of the motion of eigenvalues of a Brownian mot...
The Brownian motion with multi-dimensional time parameter introduced by Paul Lévy can be viewed as a...
Dedicated to Elliott Lieb on the occasion of his 80th birthday ABSTRACT. Brownian motions on a metri...
Open access. Scanned from Vol.4 of Scientific Papers of C.V. Raman. Ed. by S. Ramaseshan. Published ...
Summary. We study a class of diffusions, conjugate Brownian motion, related to Brownian motion in Ri...
AbstractThis article presents a survey of the theory of the intersections of Brownian motion paths. ...
Brownian Motion is one of the most useful tools in the arsenal of stochastic models. This phenomenon...
AbstractWe prove an integration by parts formula on the law of the reflecting Brownian motion X≔|B| ...
We study several generalizations of the AGM continued fraction of Ramanujan inspired by a series of ...