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Champs mesurables d’espaces sousliniens. (French) Zbl 0365.28001


MSC:

28A05 Classes of sets (Borel fields, \(\sigma\)-rings, etc.), measurable sets, Suslin sets, analytic sets
28A20 Measurable and nonmeasurable functions, sequences of measurable functions, modes of convergence
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References:

[1] Delode - Arino - Penot , Champs mesurables et multisection . An. Inst. Henri Poincaré , série B , vol. XII , n^\circ 1 , 1976 , p. 11 - 42 . Numdam | MR 445447 | Zbl 0348.54009 · Zbl 0348.54009
[2] Dixmier-Douady , Champs continus d’espaces Hilbertiens et de C*-Algèbres . Bull. soc. Math. France , t. 91 , 1963 , p. 227 - 284 . Numdam | MR 163182 | Zbl 0127.33102 · Zbl 0127.33102
[3] Hoffmann-Jorgensen , The theory of analytic spaces . Aarhus 1970 , Various publications, séries n^\circ 10 . Zbl 0226.28001 · Zbl 0226.28001
[4] Leese , Multifunctions of souslin type . Bull. Austral. Math. soc. , vol. 11 , 1974 , p. 395 - 411 . MR 417365 | Zbl 0287.04005 · Zbl 0287.04005
[5] Leese , Multifunctions of souslin type . Corrigendum , t. 13 , 1975 , p. 159 - 160 . MR 417366 | Zbl 0301.04005 · Zbl 0301.04005
[6] Sainte-Beuve , On the extension of Von Neuman-Auman’s theorem . Jour. of Funct. Anal. , t. 17 ( 1 ), 1974 , p. 112 - 129 . MR 374364 | Zbl 0286.28005 · Zbl 0286.28005
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