000 02412nam 2200361| 4500
001 85121
005 20220110163731.0
010 _a978-3-319-63453-1
_dcompra
090 _a85121
100 _a20190128d2017 k||y0pory50 ba
101 0 _aeng
102 _aUS
200 1 _aStochastic geometric mechanics
_bDocumento electrónico
_fedited by Sergio Albeverio, Ana Bela Cruzeiro, Darryl Holm
_eCIB, Lausanne, Switzerland, January-June 2015
210 _aCham
_cSpringer International Publishing
_d2017
215 _aXVI, 265 p. 25 il.
225 2 _aSpringer proceedings in mathematics & statistics
300 _aColocação: Online
303 _aCollecting together contributed lectures and mini-courses, this book details the research presented in a special semester titled “Geometric mechanics – variational and stochastic methods” run in the first half of 2015 at the Centre Interfacultaire Bernoulli (CIB) of the Ecole Polytechnique Fédérale de Lausanne. The aim of the semester was to develop a common language needed to handle the wide variety of problems and phenomena occurring in stochastic geometric mechanics. It gathered mathematicians and scientists from several different areas of mathematics (from analysis, probability, numerical analysis and statistics, to algebra, geometry, topology, representation theory, and dynamical systems theory) and also areas of mathematical physics, control theory, robotics, and the life sciences, with the aim of developing the new research area in a concentrated joint effort, both from the theoretical and applied points of view. The lectures were given by leading specialists in different areas of mathematics and its applications, building bridges among the various communities involved and working jointly on developing the envisaged new interdisciplinary subject of stochastic geometric mechanics. .
410 1 _x2194-1009
_v202
606 _aGeometria
606 _aDistribuição (Teoria das probabilidades)
606 _aOtimização matemática
606 _aEquações diferenciais parciais
680 _aQA443
702 _933066
_aAlbeverio
_bSergio
_4340
702 _964584
_aCruzeiro
_bAna Bela
_4340
702 _964585
_aHolm
_bDarryl
_4340
801 0 _gRPC
_aPT
856 _uhttps://doi.org/10.1007/978-3-319-63453-1
942 _2lcc
_cF
_n0