Celebratio Mathematica

T. Jeulin and M. Yor: “Grossisse­ment d’une fil­tra­tion et semi-mar­tin­gales: For­mules ex­pli­cites” [En­large­ment of a fil­tra­tion and semi-mar­tin­gales: Ex­pli­cit for­mu­las], pp. 78–​97 in Sémin­aire de prob­ab­ilités XII [Twelfth prob­ab­il­ity sem­in­ar]. Edi­ted by C. Del­lacher­ie, P. A. Mey­er, and M. Weil. Lec­ture Notes in Math­em­at­ics 649. Spring­er (Ber­lin), 1978. MR 519998 Zbl 0411.​60045 incollection

T. Jeulin and M. Yor: “Nou­veaux résul­tats sur le grossisse­ment des tribus” [New res­ults on the en­large­ment of fam­il­ies], Ann. Sci. Éc. Norm. Supér. (4) 11 : 3 (1978), pp. 429–​443. MR 521639 Zbl 0414.​60054 article

T. Jeulin and M. Yor: “Inégalité de Hardy, se­mi­martin­gales, et faux-amis” [Hardy’s in­equal­ity, se­mi­martin­gales and false friends], pp. 332–​359 in Sémin­aire de prob­ab­ilités XIII [Thir­teenth prob­ab­il­ity sem­in­ar]. Edi­ted by C. Del­lacher­ie, P. A. Mey­er, and M. Weil. Lec­ture Notes in Math­em­at­ics 721. Spring­er (Ber­lin), 1979. MR 544805 Zbl 0419.​60049 incollection

M. Yor: “In­eg­alités de mar­tin­gales con­tin­ues ar­retées à un temps quel­conque” [In­equal­it­ies of con­tinu­ous mar­tin­gales stop­ping at a ran­dom time], pp. 110–​146 in Grossisse­ments de fil­tra­tions: Ex­emples et ap­plic­a­tions [En­large­ments of fil­tra­tions: Ex­amples and ap­plic­a­tions] (Par­is, 1982–1983). Edi­ted by T. Jeulin and M. Yor. Lec­ture Notes in Math­em­at­ics 1118. Spring­er (Ber­lin), 1985. A fol­low-up pa­per was also pub­lished in Grossisse­ments de fil­tra­tions (1985). Zbl 0563.​60045 incollection

T. Jeulin and M. Yor: “Fil­tra­tion des ponts browni­ens et équa­tions différen­ti­elles stochastiques linéaires” [Fil­ter­ing of Browni­an bridges and lin­ear stochast­ic dif­fer­en­tial equa­tions], pp. 227–​265 in Sémin­aire de prob­ab­ilités XXIV [Twenty-fourth prob­ab­il­ity sem­in­ar]. Edi­ted by J. Azéma, P. A. Mey­er, and M. Yor. Lec­ture Notes in Math­em­at­ics 1426. Spring­er (Ber­lin), 1990. MR 1071543 Zbl 0699.​60075 incollection