Title | Sรฉminaire de Probabilitรฉs XXXVII [electronic resource] / edited by Jacques Azรฉma, Michel ร{137}mery, Michel Ledoux, Marc Yor |
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Imprint | Berlin, Heidelberg : Springer Berlin Heidelberg, 2003 |
Connect to | http://dx.doi.org/10.1007/b94376 |
Descript | XIV, 454 p. online resource |
Preface -- F.B. Knight: An Impression of P.A. Meyer as Deus Ex Machina -- Advanced course: A. Lejay: An introduction to rough paths -- Talks: D. Bakry, O. Mazet : Characterization of Markov semigroups on R associated to some families of orthogonal polynomials -- P. Cheridito: Representations of Gaussian measures that are equivalent to Wiener measure -- L. Galtchouk: On the reduction of a multidimensional continuous martingale to a Brownian motion -- I. Meilijson: The time to a given drawdown in Brownian motion -- A. Lachal: Application de la thรฉorie des excursions ร l'intรฉgrale du mouvement Brownien -- T. Mountford: Brownian sheet local time and bubbles -- K. Hirano: On the maximum of a diffusion process in a random Lรฉvy environment -- D. Khoshnevisan: The codimension of the zeros of a stable process in random scenery -- J. Brossard: Deux notions รฉquivalentes d'unicitรฉ en loi pour les รฉquations diffรฉrentielles stochastiques -- Z. Brzezniak, A. Carroll : Approximation of the Wong-Zakai type for stochastic differential equations in M-type 2 Banach spaces with applications to loop spaces -- F. Delarue: Estimates of the solutions of a system of quasi-linear PDEs. A probabilistic scheme -- G. Miermont, J. Schweinsberg: Self-similar fragmentations and stable subordinators -- M. Ledoux: A remark on hypercontractivity and tail inequalities for the largest eigenvalues of random matrices -- Ya. Doumerc: A note on representations of eigenvalues of classical Gaussian matrices -- E. Strasser: Necessary and sufficient conditions for the supermartingale property of a stochastic integral with respect to a local martingale -- M. Rasonyi: A remark on the superhedging theorem under transaction costs -- I. Rosu, D. Stroock: On the derivation of the Black-Scholes formula -- P. del Moral, A. Doucet: On a class of genealogical and interacting Metropolis models