Stochastic differential geometry at Saint-Flour

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Title:

Stochastic differential geometry at Saint-Flour

Author:

Ancona, A. (Alano)

ISBN:

9783642341700

Personal Author:

Ancona, A. (Alano)

Publication Information:

Physical Description:

viii, 507 pages ; 24 cm

General Note:

Reprint of lectures originally published in the Lecture Notes in Mathematics volumes 1427 (1990), 1362 (1988), 1738 (2000) and 1097 (1984) -- T.p. verso.

Saint-Flour probability summer school attracts a mixed audience of up to 70 PhD students, instructors and researchers interested in probability theory, statistics, and their applications, and lasts two weeks. Each summer it provides three high-level courses presented by international specialists, a comprehensive study of some subfields in probability theory or statistics. Lecture courses are written up by their authors for publications in the LNM series.

Contents:

Theorie du potentiel sur les graphes et les varietes / Alano Ancona -- Geometric aspects of diffusions on manifolds / K. David Elworthy -- Martingales continues dans les varietes differentiables / Michel Émery -- Stochastic differential equations and stochastic flows of diffeomorphisms / Hiroshi Kunita.

Subject Term:

Geometry, Differential -- Congresses.

Added Author:

Elworthy, K. D.

Emery, Michel, 1949-

Kunita, H.

Added Conference Author:

Ecole d'été de probabilités de Saint-Flour.

Copies:

Available:*

Library	Material Type	Item Barcode	Shelf Number	Copy	Status
Searching... 1:IIEMSA	1:GEN-BOOK	33168025758455	516.36 A542S 2013	1	Searching... Unknown
Searching... 1:IIEMSA	1:GEN-BOOK	33168025755618	516.36 A542S 2013	2	Searching... Unknown

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Summary

Kunita, H.:Stochastic differential equations and stochastic flows of diffeomorphisms.-Elworthy, D.: Geometric aspects of diffusions on manifolds.-Ancona, A.:Théorie du potential sur les graphs et les variétiés.-Emery, M.:Continuous martingales in differentiable manifolds.