Celebratio Mathematica

P. Bi­ane and M. Yor: “Valeurs prin­cip­ales as­sociées aux temps lo­c­aux browni­ens et pro­ces­sus stables symétriques” [Prin­cip­al val­ues as­so­ci­ated with Browni­an loc­al times and stable sym­met­ric pro­cesses], C. R. Acad. Sci., Par­is, Sér. I 300 : 20 (1985), pp. 695–​698. MR 799465 Zbl 0583.​60080 article

P. Bi­ane and M. Yor: “Valeurs prin­cip­ales as­sociées aux temps lo­c­aux browni­ens” [Prin­cip­al val­ues as­so­ci­ated to Browni­an loc­al times], Bull. Sci. Math., II. Sér. 111 : 1 (1987), pp. 23–​101. MR 886959 Zbl 0619.​60072 article

P. Bi­ane and M. Yor: “Vari­ations sur une for­mule de Paul Lévy” [Vari­ations on a for­mula of Paul Lévy], Ann. Inst. Henri Poin­caré, Probab. Stat. 23 : S2 (1987), pp. 359–​377. MR 898500 Zbl 0623.​60099 article

P. Bi­ane, J.-F. Le Gall, and M. Yor: “Un pro­ces­sus qui ressemble au pont browni­en” [A pro­cess that re­sembles the Browni­an bridge], pp. 270–​275 in Sémin­aire de prob­ab­ilités XXI [Twenty-first prob­ab­il­ity sem­in­ar]. Edi­ted by J. Az’e\ma, P. A. Mey­er, and M. Yor. Lec­ture Notes in Math­em­at­ics 1247. Spring­er (Ber­lin), 1987. MR 941990 Zbl 0621.​60086 incollection

P. Bi­ane and M. Yor: “Quelques précisions sur le méan­dre browni­en” [Some de­tails on the Browni­an me­ander], Bull. Sci. Math., II. Sér. 112 : 1 (1988), pp. 101–​109. MR 942801 Zbl 0665.​60081 article

P. Bi­ane and M. Yor: “Sur la loi des temps lo­c­aux browni­ens pris en un temps ex­po­nen­tiel” [On the law of Browni­an loc­al times at an ex­po­nen­tial time], pp. 454–​466 in Sémin­aire de prob­ab­ilités XXII [Twenty-second prob­ab­il­ity sem­in­ar]. Edi­ted by J. Azéma, P. A. Mey­er, and M. Yor. Lec­ture Notes in Math­em­at­ics 1321. Spring­er (Ber­lin), 1988. MR 960541 Zbl 0652.​60081 incollection

P. Bi­ane, J. Pit­man, and M. Yor: “Prob­ab­il­ity laws re­lated to the Jac­obi theta and Riemann zeta func­tions, and Browni­an ex­cur­sions,” Bull. Am. Math. Soc. (N.S.) 38 : 4 (2001), pp. 435–​465. MR 1848256 Zbl 1040.​11061 ArXiv math.​PR/​9912170 article

J. Ber­toin, P. Bi­ane, and M. Yor: “Pois­so­ni­an ex­po­nen­tial func­tion­als, \( q \)-series, \( q \)-in­teg­rals, and the mo­ment prob­lem for log-nor­mal dis­tri­bu­tions,” pp. 45–​56 in Sem­in­ar on stochast­ic ana­lys­is, ran­dom fields and ap­plic­a­tions IV (As­cona, Switzer­land, 20–24 May 2002). Edi­ted by R. C. Dalang, M. Dozzi, and F. Russo. Pro­gress in Prob­ab­il­ity 58. Birkhäuser (Basel), 2004. MR 2096279 Zbl 1056.​60046 incollection