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A locally convex space which is not anω-space

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Arkiv för Matematik

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References

  1. Dineen, S., Holomorphically complete locally convex vector spaces, Sém. P. Lelong, 1971/72,Lecture notes in mathematics 332 (1973), 77–111.

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  2. Dineen, S. Applications of surjective limits to infinite dimensional holomorphy. To appear inBull. Soc. Math. France.

  3. Nachbin, L., Uniformité d’holomorphie et type exponentiel. Sém. P. Lelong, 1969/70,Lecture notes in mathematics 205 (1971), 216–224.

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  1. Department of Mathematics, Sysslomansgatan 8, S-752 23, Uppsala, Sweden

    Erik Grusell

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  1. Erik Grusell
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Grusell, E. A locally convex space which is not anω-space. Ark. Mat. 12, 213–216 (1974). https://doi.org/10.1007/BF02384757

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  • DOI: https://doi.org/10.1007/BF02384757

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