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Hyperbolic dyclmics and Brownian motion : an introduction

[NT 42944] Record Type:	[NT 8598] Electronic resources : [NT 40817] monographic
[NT 47348] Title Information:	an introduction
[NT 47261] Author:	FranchiJacques,
[NT 47353] Alternative Intellectual Responsibility:	Le JanY., 1952-
[NT 47351] Place of Publication:	Oxford
[NT 47263] Published:	Oxford University Press;
[NT 47352] Year of Publication:	2012
[NT 47264] Description:	1 online resource (xiv, 266 p.)ill. :
[NT 47298] Series:	Oxford mathematical monographs
[NT 47266] Subject:	Differentiable dyclmical systems -
[NT 47266] Subject:	Geometry, Hyperbolic -
[NT 47266] Subject:	Brownian motion processes -
[NT 51458] Online resource:	http://dx.doi.org/10.1093/acprof:oso/9780199654109.001.0001
[NT 47265] Notes:	Description based on print version record
[NT 51398] Summary:	An introduction to several important fields of modern mathematics. The exposition is based on an interplay between hyperbolic geometry, stochastic calculus, special relativity and chaotic dyclmics. It is suitable for anyone with some solid background in linear algebra, calculus, and probability theory.
[NT 50961] ISBN:	9780191745676ebook
[NT 50961] ISBN:	9780199654109Print version

Hyperbolic dyclmics and Brownian motion : an introduction
Franchi, Jacques

Hyperbolic dyclmics and Brownian motion : an introduction / Jacques Franchi, Yves Le Jan. - Oxford : Oxford University Press, 2012. - 1 online resource (xiv, 266 p.) ; ill.. - (Oxford mathematical monographs).
Description based on print version record.
Includes bibliographical references and index.
ISBN 9780191745676ISBN 9780199654109
Differentiable dyclmical systemsGeometry, HyperbolicBrownian motion processes

Le Jan, Y.

Hyperbolic dyclmics and Brownian motion : an introduction
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320 $a Includes bibliographical references and index
320 $a Includes bibliographical references and index
330 $a An introduction to several important fields of modern mathematics. The exposition is based on an interplay between hyperbolic geometry, stochastic calculus, special relativity and chaotic dyclmics. It is suitable for anyone with some solid background in linear algebra, calculus, and probability theory.
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