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020 _a9780821876626 (online)
245 0 _aGeometry of random motion :
_bproceedings of the AMSIMSSIAM Joint Summer Research Conference held July 1925, 1987 with support from the National Science Foundation and the Army Research Office
260 _aProvidence, R.I. :
_bAmerican Mathematical Society,
_cc1988
300 _a1 online resource (xii, 337 p. : ill.)
490 _aContemporary mathematics
_vv. 73
_x10983627
500 _aThe AMSIMSSIAM Joint Summer Research Conference in the Mathematical Sciences on Geometry of Random Motion was held at Cornell University, IthacaT.p. verso.
504 _aIncludes bibliographies.
505 _tFluctuations of the Wiener sausage for surfaces ; A review of recent and older results on the absolute continuity of harmonic measure ; Constructing stochastic flows: some examples ; Spectral and function theory for combinatorial Laplacians ; On deciding whether a surface is parabolic or hyperbolic ; A solvable stochastic control problem in spheres ; Brownian motion and the ends of a manifold ; On holomorphic diffusions and plurisubharmonic functions ; Leading terms in the asymptotics of the heat equation ; Probability and differential equations ; Brownian motion and Riemannian geometry ; Firstorder asymptotics of the principal eigenvalue of tubular neighborhoods ; Martingales on manifolds and harmonic maps ; Harmonic functions on Riemannian manifolds ; Quantitative and geometric applications of the Malliavin calculus ; An independence property of Riemannian Brownian motions ; Stochastic parallel translation for Riemannian Brownian motion conditioned to hit a fixed point of a sphere ; Probabilistic interpretation of Hadamard's variational formulas ; A counterexample for Brownian motion on manifolds ; Using random motion to study quasiregular functions ; Skewproduct decompositions of Brownian motions ; Local stochastic differential geometry, or What can you learn about a manifold by watching Brownian motion? ; Transience and recurrence for multidimensional diffusions: a survey and a recent result ; Semigroup domination and vanishing theorems ; The Iwasawa decomposition and the limiting behaviour of Brownian motion on a symmetric space of noncompact type ; Green's function and harmonic functions on manifolds
_rIsaac Chavel Edgar Feldman and Jay Rosen ; M Cranston and C Mueller ; R W R Darling ; Jozef Dodziuk and Leon Karp ; Peter G Doyle ; T E Duncan ; K D Elworthy ; Masatoshi Fukushima ; Peter B Gilkey ; Joseph Glover ; Pei Hsu ; Leon Karp and Mark Pinsky ; Wilfrid S Kendall ; Yuri Kifer ; Remi Leandre ; Ming Liao ; Ming Liao and Mark Pinsky ; Peter March ; Carl Mueller ; Bernt ksendal ; E J Pauwels and L C G Rogers ; Mark Pinsky ; Ross Pinsky ; Steven Rosenberg ; J C Taylor ; N Th Varopoulos
650 _aElliptic operators
650 _aGlobal differential geometry
650 _aMarkov processes
650 _aStochastic analysis
700 _aDurrett Richard
700 _aPinsky Mark A
856 _uhttp://www.ams.org/conm/073/
999 _c28488
_d28488