The uniform law for exchangeable and Lévy process bridges. Knight, F. B. Astérisque, 1996. Hommage à P. A. Meyer et J. Neveu
bibtex   
@article{MR1417982,
	Annote = {En este art{\'\i}culo se vuelve a probar el teorema de Kallenberg
	sobre puentes de procesos de L{\'e}vy mediante un argumento de dualidad
	en vez del de procesos con incrementos intercambiables. As{\'\i},
	es Knight quien efectivamente responde al planteamiento de Bertoin,
	aunque eso quiere decir que mi teorema es bastante picudo, pues hace
	notar que no se necesita la intercambiabilidad. Tiene un p{\'a}rrafo
	muy extra{\~n}o sobre condicionamiento por el valos final y que eso
	implica que hay muchos saltos grandes... la verdad no lo entiendo
	pero me gustar{\'\i}a. },
	Author = {Knight, F. B.},
	Date-Added = {2010-04-22 13:49:59 -0700},
	Date-Modified = {2018-09-06 14:24:00 -0500},
	Fjournal = {Ast{\'e}risque},
	Issn = {0303-1179},
	Journal = {Ast{\'e}risque},
	Keywords = {L{\'e}vy processes},
	Mrclass = {60J30},
	Mrnumber = {1417982},
	Mrreviewer = {Jean Bertoin},
	Note = {Hommage {{\`a}} P. A. Meyer et J. Neveu},
	Number = {236},
	Pages = {171--188},
	Title = {The uniform law for exchangeable and {L}{\'e}vy process bridges},
	Year = {1996},
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	Bdsk-Url-1 = {http://ams.org/mathscinet-getitem?mr=1417982}}

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