On bornologicalC $$\overline V $$ (X) spaces

Fran�oise Bastin

doi:10.1007/bf01195220

journal article Oct 01, 1989

On bornologicalC $$\overline V $$ (X) spaces

Fran�oise Bastin

Archiv der Mathematik Vol. 53 No. 4 pp. 394-398 · Springer Science and Business Media LLC

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References

9

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K.-D.Bierstedt and J.Bonet, Stefan Heinrich's density condition for Fréchet spaces and the characterization of the distinguished Köthe echelon spaces. To appear in Math. Nachr. (Also see: La condition de densité et les espaces échelonnés distingués, C. R. Acad. Sc. Paris (10)303, série I, 459?462 (1986)).

[2]

K.-D. Bierstedt andJ. Bonet, Dual density condition in (DF)-spaces (with applications to vector-valued co-echelon spaces and weighted inductive limits). Results in Math.14, 242?274 (1988); Bull. Soc. Roy. Sci. Liége57, 567?589 (1988). 10.1007/bf03323229

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K.-D.Bierstedt and R.Meise, Distinguished echelon spaces and the projective description of weighted inductive limits of type.V d C(X). Aspects of Math. Appl. 169?226, Amsterdam 1986. 10.1016/s0924-6509(09)70255-7

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K.-D. Bierstedt, R. Meise andW. H. Summers, A projective description of weighted inductive limits. Trans. Amer. Math. Soc.272, 107?160 (1982). 10.1090/s0002-9947-1982-0656483-9

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J. Bonet, On weighted inductive limits of spaces of continuous functions. Math. Z.192, 9?20 (1986). 10.1007/bf01162015

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B. Ernst andP. Schnettler, On weighted spaces with a fundamental sequence of bounded sets. Arch. Math.47, 552?559 (1986). 10.1007/bf01189866

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H.Jarchow, Locally convex spaces. Stuttgart 1981. 10.1007/978-3-322-90559-8

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G.Köthe, Topological vector spaces I. Berlin-Heidelberg-New York 1969.

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D.Vogt, Distinguished Köthe spaces. Math. Z., to appear.

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Published: Oct 01, 1989
Vol/Issue: 53(4)
Pages: 394-398
License: View

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Fran�oise Bastin

Cite This Article

Fran�oise Bastin (1989). On bornologicalC $$\overline V $$ (X) spaces. Archiv der Mathematik, 53(4), 394-398. https://doi.org/10.1007/bf01195220

On bornologicalC $$\overline V $$ (X) spaces

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