La comonade de la kelleyfication convexe

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1. [1] Colli Ns, H.S., Completeness and compactness in linear topological spaces, Trans. A.M.S.79 (1955), 256-280. Zbl0064.35502MR69386
2. [2] Day, M.M., Normed linear spaces, Springer-Verlag, Berlin (1957; 2nd Ed. 1962; 3rd Ed. 1973). Zbl0268.46013MR344849
3. [3] Dubuc, E. and Porta, H., Convenient categories of topological algebras, and their duality theory, J. Pure Appl. Algebra1 (1971), 281-316 ( announced in Bull. A.M.S.77 (1971), 975-979) . Zbl0237.46075MR301079
4. [4] Dudley, R.M., On sequential convergence, Trans. A.M.S.112 (1964), 483-507; correction same Trans.148 (1970), 623-624. Zbl0138.17401MR175081
5. [5] Eckmann, B., Seminar on triple and categorical homology theory; Introduction, Lecture Notes80, Springer-Verlag, 1969. Zbl0164.30102MR240157
6. [6] Fröli Cher, A. and Jarchow, H., La réflexivité des espaces vectoriels à génération compacte, C.R.A.S.Paris, Ser. A, 274 (1972), 616-617- Zbl0229.46005MR295026
7. [7] Fröli Cher, A. and Jarchow, H., Zur Dualitâtstheoric kompakt erzeugter und lokalkonvexer Vektorrâume ( to appear in Comm. Math. Helv.). Zbl0229.46006MR388024
8. [8] Grothendieck, A., Sur la complétion du dual d'un espace vectoriel topologique, C.R.A.S.Paris230 (1950), 605-606. Zbl0034.37401MR40573
9. [9] Grothendieck, A., Espaces Vectoriels Topologiques, Sao Paulo, 1954. Zbl0058.33401MR77884
10. [10] Hussain, T., Open mapping and closed graph theorem in topological vector spaces, Oxford Univ. Press, 1965. Zbl0124.06301MR178331
11. [11] Kelley, J., General Topology, Van Nostrand, Princeton, 1955. Zbl0066.16604MR70144
12. [12] Lindenstrauss, J., Some aspects of the theory of Banach spaces, Advances in Math.5 (1970),159-180. Zbl0203.12002MR279566
13. [13] Mac Lane, S., Categories for the working mathematician, Springer-Verlag, N.Y.-Heidelberg- Berlin, 1971. Zbl0232.18001MR354798
14. [14] Noble, N.L., k-spaces and some generalizations, Univer. of Rochester, Ph. D. dissertation, 1967. 
15. [15] Porta, H., Compactly determined locally convex spaces, Math. Annalen196 (1972), 91-100. Zbl0219.46004MR296646
16. [16] Ptak, V., On complete topol. vector spaces, Czech. Math. Jour.3 (78) (1953), 301-364. Zbl0057.09303MR64303
17. [17] Seip, U., Kompakt erzeugte Vektorraüme und Analysis, Lecture Notes273, Springer-Verlag, 1972. Zbl0242.46003MR467794
18. [18] Spanier, E., Infinite symmetric products, function spaces, and duality, Ann. Math.69 (1959), 142-198. Zbl0086.37401MR105106
19. [19] Steenrod, N.E., A convenient category of topological spaces, Mich. Math. J.14(1967),133-152. Zbl0145.43002MR210075
20. [20] Wheeler, R., The equicontinuous weak*-topology and semireflexivity, Univ. of Missouri, Ph. D. dissertation, 1970.