Closed bounded sets in inductive limits of $\Cal K$-spaces

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Closed bounded sets in inductive limits of $\Cal K$-spaces. (English). Czechoslovak Mathematical Journal, vol. 43 (1993), issue 2, pp. 221-223

MSC: 46A13, 46A30 | MR 1211744 | Zbl 0849.46004 | DOI: 10.21136/CMJ.1993.128401

References:

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[3] Robertson, W.: On the Closed Graph Theorem and Spaces with Webs. Proc. London Math. Soc. 24 (1972), 692–738. MR 0306857 | Zbl 0238.46005

[4] Antosik, P. Schwartz, C.: Matrix Methods in Analysis. Springer Verlag Lectures Notes Vol. 1113 (1985). MR 0781343

[5] Kučera, J., Bosch, C.: Bounded Sets in Fast Complete Inductive Limits. Int. J. Math. 7(3) (1984), 615–617. DOI 10.1155/S016117128400065X | MR 0771609

[6] Gilsdorf, T.: Regular Inductive Limits of $K$-spaces, preprint. MR 1181061

[7] Qui Jing Hui: Dieudonné-Schwartz Theorem in Inductive Limits of Metrizable Spaces II, preprint.

[8] Jarchow H.: Locally Convex Spaces. B.G. Teubner-Stuttgart, 1981. MR 0632257 | Zbl 0466.46001

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