×

zbMATH — the first resource for mathematics

Doeblin and modern probability. Proceedings of the Doeblin conference ’50 years after Doeblin: development in the theory of Markov chains, Markov processes, and sums of random variables’ held November 2-7, 1991 at the university of Tübingen’s Heinrich Fabri Institut, Blaubeuren, Germany. (English) Zbl 0777.00028
Contemporary Mathematics. 149. Providence, RI: American Mathematical Society (AMS). xii, 347 p. (1993).

Show indexed articles as search result.

The articles of this volume will be reviewed individually.
Indexed articles:
Bru, Bernard, Doeblin’s life and work from his correspondence, 1-64 [Zbl 0786.01014]
Chung, Kai Lai, Reminiscences of one of Doeblin’s papers, 65-71 [Zbl 0788.60081]
Liggett, Thomas M., The coupling technique in interacting particle systems, 73-83 [Zbl 0796.60099]
Thorisson, Hermann, Coupling and shift-coupling random sequences, 85-95 [Zbl 0796.60042]
Iosifescu, Marius, Doeblin and the metric theory of continued fractions: A functional theoretic solution to Gauss’ 1812 problem, 97-110 [Zbl 0788.11029]
Iosifescu, Marius, A basic tool in mathematical chaos theory: Doeblin and Fortet’s ergodic theorem and Ionescu Tulcea and Marinescu’s generalization, 111-124 [Zbl 0801.47003]
Iosifescu, Marius; Kalpazidou, Sofia, The nearest integer continued fraction expansion: An approach in the spirit of Doeblin, 125-137 [Zbl 0788.11030]
Csörgő, M.; Horváth, L.; Shao, Q.-M.; Szyszkowicz, B., On the weighted asymptotics of partial sums and empirical processes of independent random variables, 139-148 [Zbl 0789.60032]
Gordin, Mikhail, Homoclinic approach to the central limit theorem for dynamical systems, 149-162 [Zbl 0799.60021]
Peligrad, Magda, Asymptotic results for \(\varphi\)-mixing sequences, 163-169 [Zbl 0818.60018]
Rosenblatt, Murray, The central limit theorem and Markov sequences, 171-177 [Zbl 0787.60080]
Fleischer, I.; Joffe, A., Behaviour of infinite products with applications to non-homogeneous Markov chains, 179-187 [Zbl 0794.60066]
Seneta, E., Applications of ergodicity coefficients to homogeneous Markov chains, 189-199 [Zbl 0784.60065]
Cuculescu, I., Applications of some constructions of Markov processes, 201-209 [Zbl 0786.60100]
Meyn, S. P.; Tweedie, R. L., The Doeblin decomposition, 211-225 [Zbl 0784.60067]
Meyn, S. P.; Tweedie, R. L., Generalized resolvents and Harris recurrence of Markov processes, 227-250 [Zbl 0784.60066]
Cohen, Joel E.; Derriennic, Yves; Zbaganu, Gh., Majorization, monotonicity of relative entropy, and stochastic matrices, 251-259 [Zbl 0785.15011]
Cohn, Harry, Products of stochastic, nonstochastic, and random matrices, 261-270 [Zbl 0784.60079]
Hajnal, J., Shuffling with two matrices, 271-287 [Zbl 0787.60083]
Athreya, K. B., Continuous time gambling problems, 289-295 [Zbl 0817.90148]
Bolthausen, Erwin, Stochastic processes with long range interactions of the paths, 297-319 [Zbl 0807.60034]
Mukherjea, Arunava, Some remarks on products of random affine maps on \((R^ +)^ d\), 321-330 [Zbl 0784.60008]
Nüesch, P. E., A multivariate look at E. Sparre Andersen’s equivalence principle, 331-337 [Zbl 0784.60021]
Ney, Peter; Nummelin, Esa, Regeneration for chains of infinite order and random maps, 339-347 [Zbl 0818.60075]

MSC:
00B25 Proceedings of conferences of miscellaneous specific interest
00B30 Festschriften
60-06 Proceedings, conferences, collections, etc. pertaining to probability theory
Biographic References:
Doeblin, Wolfgang
PDF BibTeX XML Cite
Full Text: DOI