On certain probabilities equivalent to Wiener measure, d'après Dubins, Feldman, Smorodinsky and Tsirelson

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1. [BEKSY 98] M.T. Barlow, M. Émery F.B. Knight, S. Song, M. Yor, Autour d'un théorème de Tsirelson sur des filtrations Browniennes et non Browniennes, Séminaire de Probabilités XXXII, LNM, Springer1686 (1998), 264 - 305. Zbl0914.60064MR1655299
2. [BE 99] S. Beghdadi-Sakrani, M. Émery, On certain probabilities equivalent to cointossing, d'après Schachermayer, in this volume (1999). Zbl0947.60080MR1767998
3. [DFST 96] L. Dubins, J. Feldman, M. Smorodinsky, B. Tsirelson, Decreasing Sequences of σ-fields and a Measure Change for Brownian Motion, Annals of Probability24 (1996), 882 - 904. Zbl0870.60078MR1404533
4. [EY 98] M. Émery M. Yor, Sur un théorème de Tsirelson relatif à des mouvements Browniens corrélés et à la nullité de certain temps locaux, Séminaire de Probabilités XXXII, LNM, Springer1686 (1998), 306 - 312. Zbl0949.60088MR1655300
5. [F 96] J. Feldman, ∈-close Measures Producing Nonisomorphic Filtrations, Annals of Probability24 (1996), 912 - 914. Zbl0879.60077
6. [FT 96] J. Feldman, B. Tsirelson, Decreasing Sequences of σ-fields and a Measure Change for Brownian Motion II, Annals of Probability24 (1996), 905 - 911. Zbl0870.60079MR1404534
7. [RY 91] D. Revuz, M. Yor, Continuous Martingales and Brownian Motion, Springer (1991). Zbl0731.60002MR1083357
8. [RY 94] D. Revuz, M. Yor, Continuous Martingales and Brownian Motion, second edition, Springer (1994). Zbl0804.60001MR1303781
9. [S 98] M. Smorodinsky, An Example of a non Sub-Standard Process, to appear in Israel Journal of Math. (1998). 
10. [SY 80] D.W. Stroock, M. Yor, On extremal solutions of martingale problems, Ann. Sci. Ecole Norm. Sup.13 (1980), 95 - 164. Zbl0447.60034MR584083
11. [SY 81] D.W. Stroock, M. Yor, Some remarkable martingales, Sém. Prob. XV, LNM850 (1981), 590 - 603. Zbl0456.60048MR622590
12. [T 97] B. Tsirelson, Triple points: from non-Brownian filtrations to harmonic measures, GAFA Geometric And Functional Analysis, Birkhäuser7 (1997), 1096-1142. Zbl0902.31004MR1487755
13. [V 70] A.M. Vershik, Decreasing sequences of measurable partitions and their applications, Soviet. Math. Dokl.11 (1970), 1007 - 1011. Zbl0238.28011
14. [V 73] A.M. Vershik, Approximation in measure theory. Dissertation, Leningrad Univ., In Russian (1973). 
15. [V 95] A.M. Vershik, The Theory of Decreasing Sequences of Measurable Partitions, St. Petersburg Math. Journal6/4 (1995), 705 - 761. Zbl0853.28009MR1304093

1. Walter Schachermayer, Addendum to the paper : “On certain probabilities equivalent to Wiener measure”
2. Martin T. Barlow, Michel Émery, Frank B. Knight, Shiqi Song, Marc Yor, Autour d'un théorème de Tsirelson sur des filtrations browniennes et non browniennes
3. Michel Émery, Espaces probabilisés filtrés : de la théorie de Vershik au mouvement brownien, via des idées de Tsirelson