33rd Seminar on probability (Q1307032)

The articles of this volume will be reviewed individually. The preceding seminar (XXXII, 1998) has been reviewed (see Zbl 0893.00035). Indexed articles: \textit{Benaïm, Michel}, Dynamics of stochastic approximation algorithms, 1-68 [Zbl 0955.62085] \textit{Catoni, Olivier}, Simulated annealing algorithms and Markov chains with rare transitions, 69-119 [Zbl 0944.90053] \textit{Ledoux, Michel}, Concentration of measure and logarithmic Sobolev inequalities, 120-216 [Zbl 0957.60016] \textit{de Meyer, Bernard}, A simplification of Tsirelson's argument on the non-Brownian character of the Walsh processes, 217-220 [Zbl 0947.60052] \textit{Schachermayer, W.}, On certain probabilities equivalent to Wiener measure, d'après Dubins, Feldman, Smorodinsky and Tsirelson, 221-239 [Zbl 0947.60079] \textit{Beghdadi-Sakrani, S.; Émery, M.}, On certain probabilities equivalent to coin-tossing, d'après Schachermayer, 240-256 [Zbl 0947.60080] \textit{Warren, J.}, On the joining of sticky Brownian motion, 257-266 [Zbl 0945.60086] \textit{Émery, M.; Schachermayer, W.}, Brownian filtrations are not stable under equivalent time-changes, 267-276 [Zbl 0949.60087] \textit{Watanabe, Shinzo}, The existence of a multiple spider martingale in the natural filtration of a certain diffusion in the plane, 277-290 [Zbl 0953.60069] \textit{Émery, M.; Schachermayer, W.}, A remark on Tsirelson's stochastic differential equation, 291-303 [Zbl 0957.60064] \textit{Arnaudon, M.}, Appendix to the preceding article: The natural filtration of the Brownian motion indexed by \(\mathbb{R}\) on a compact manifold, 304-314 [Zbl 0949.60089] \textit{Kallsen, Jan}, A stochastic differential equation with a unique (up to indistinguishability) but not strong solution, 315-326 [Zbl 0954.60046] \textit{Takaoka, Koichiro}, Some remarks on the uniform integrability of continuous martingales, 327-333 [Zbl 0956.60042] \textit{Pratelli, Maurizio}, An alternative proof of a theorem of Aldous concerning convergence in distribution for martingales, 334-338 [Zbl 0954.60037] \textit{Morayne, Michał; Tabisz, Krzysztof}, A short proof of decomposition of strongly reduced martingales, 339-341 [Zbl 0946.60034] \textit{Grandits, Peter}, Some remarks on \(L^\infty\), \(H^\infty\) and BMO, 340-348 [Zbl 0953.60023] \textit{Brannath, W.; Schachermayer, W.}, A bipolar theorem for \(L_+^0(\Omega,{\mathcal F},\mathbb{P})\), 349-354 [Zbl 0957.46020] \textit{Es-Sahib, Aziz; Heinich, Henri}, Canonical barycenter for a negatively curved metric space, 355-370 [Zbl 0952.60010] \textit{Belili, Nacereddine}, Duality theorem for marginal problems and its applications, 371-387 [Zbl 0949.62011] \textit{Pitman, Jim}, The distribution of local times of a Brownian bridge, 388-394 [Zbl 0945.60081] \textit{Dubins, Lester E.}, Paths of finitely additive Brownian motion need not be bizarre, 395-396 [Zbl 0945.60085] \textit{Tsukahara, Hideatsu}, A limit theorem for the prediction process under absolute continuity, 397-404 [Zbl 0948.60020] \textit{Chretien, Karl; Kurtz, David; Maisonneuve, Bernard}, Processes governed by kernels, 405-409 [Zbl 0953.60013] \textit{Bentaleb, A.}, On the hypercontractivity of ultraspherical semigroups, 410-414 [Zbl 0953.60067] \textit{Delbaen, Freddy}, An addendum to ``A remark on Slutsky's theorem'', 415-416 [Zbl 0952.60006] \textit{Eisenbaum, Nathalie}, Limit theorem for the local times of a symmetric stable process, 417-418 [Zbl 0945.60018]