Les quotients d'espaces bornologiques complets

Lucien Waelbroeck

Séminaire Jean Leray (1973-1977)

  • Volume: 285, Issue: 1, page I11-I768

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Waelbroeck, Lucien. "Les quotients d'espaces bornologiques complets." Séminaire Jean Leray 285.1 (1973-1977): I11-I768. <http://eudml.org/doc/112586>.

@article{Waelbroeck1973-1977,
author = {Waelbroeck, Lucien},
journal = {Séminaire Jean Leray},
language = {fre},
number = {1},
pages = {I11-I768},
publisher = {Collège de France},
title = {Les quotients d'espaces bornologiques complets},
url = {http://eudml.org/doc/112586},
volume = {285},
year = {1973-1977},
}

TY - JOUR
AU - Waelbroeck, Lucien
TI - Les quotients d'espaces bornologiques complets
JO - Séminaire Jean Leray
PY - 1973-1977
PB - Collège de France
VL - 285
IS - 1
SP - I11
EP - I768
LA - fre
UR - http://eudml.org/doc/112586
ER -

References

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  1. 1 I. Cnop.Spectral study of holomorphic function with bounded growth. Ann.Inst.Fourier.22. 1972. p.293-309. Zbl0226.46029MR335854
  2. 2 J.-P. Ferrier.Approximation des fonctions holomorphes de plusieurs variables avec croissance. Ann. Inst. Fourier.22. 1972. p. 67-87. Zbl0219.32009MR335855
  3. 3 J.-P. Ferrier.Spectral theory and complex analysis. Notas de Matematica. North Holland Mathematics Studies. 1973. Zbl0261.46051MR352960
  4. 4 H. Hogbe-Nlend.Théorie des bornologies et applications. Lecture Notes in Mathematics. v.213. Berlin. Springer-Verlag. 1971. Zbl0225.46005MR625157
  5. 5 G. Noel.Une immersion de la catégorie des espaces bornologiques convexes séparés dans une catégorie abélienne. C. R. Acad. Se. Paris.269. 1969. p. 195-197. Zbl0177.15902MR247412
  6. 6 G. Noel.Sur le complété d'un Q-espace. C. R. Acad. Sc. Paris. 269. 1969. p. 238-240. Zbl0177.15903MR247413
  7. 7 G. Noël.Sur le produit tensoriel dans les catégories QESP et QESPC. C. R. Acad. Sc. Paris. 269. 1969. p. 275-278. Zbl0177.15904MR247414
  8. 8 G. Noel.Produit tensoriel et platitude des Q-espaces. Bull. Soc. Math.Belgique. 22. 1970. p. 119-142. Zbl0216.41502MR278034
  9. 9 L. Waelbroeck.Le complété et le dual d'un espace "à bornés". C. R. Acad. Sc. Paris.253. 1961. p. 2827-2828. Zbl0128.10401MR140919
  10. 10 L. Waelbroeck.Etude spectrale des algèbres complètes. Acad. Royale Belgique. Cl. des Sc. Mémoires. 31. 1960. n°7. Zbl0193.10005MR117578
  11. 11 L. Waelbroeck.Some theorems about bounded structures. J. Funct. Analysis. 1. 1967. p. 392-408. Zbl0201.16601MR220040
  12. 12 L. Waelbroeck.Topological vector spaces and algebras. Lecture Notes in Mathematics. v. 230. Springer Verlag. 1971. Zbl0225.46001MR467234
  13. 13 L. Waelbroeck.The holomorphic functional calculus and non-Banach algebras. in Algebras in Analysis. J. H. Williamson, cd. p. 187-251. Academic Press. 1975. Zbl0441.46041MR435847

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