Bibliography Adasch, N.; Ernst, B. [1]: Ultra-DF-Räume mit relativ kompakten beschränkten Teil­ mengen. Math. Ann. 206 (1973) 79-87 Adasch, N.; Ernst, B. [2]: Lokaltopologische Vektorräume. Collectanea Math. 25 (1974) 255-274 Adasch, N.; Ernst, B. [3]: Lokaltopologische Vektorräume II. Collectanea Math. 26 (1975) 13-18 Adasch, N.; Ernst, B.; Keim, D. [1]: Topological vectorspaces. Berlin-Heidelberg-NewYork 1978. = Lecture Notes in Mathematics, vol. 639 Alaoglu, L. [1]: Weak topologies on normed linear spaces. Ann. ofMath. 41 (1940) 252-267 Amemiya, 1.; Kömura, Y. [1]: Über nicht-vollständige Montelräume. Math. Ann.177 (1968) 273-277 Aoki, T. [1]: Locally bounded linear topological spaces. Proc. Imp. Acad. Tokyo 18 (1942) 588-594 Apiola, H. [1]: Duality between spaces of p-summable sequences, (p, q)-summing operators, and characterizations of nuclearity. Math. Ann. 219 (1976) 53-64 Apiola, H. [2]: Every nuc1ear Frechet space is a quotient of a Köthe-Schwartz space. Arch. Math. 35 (1980) 559-573 Arens, R. [1]: Duality in linear spaces. Duke Math. J. 14 (1947) 787-794 Arens, R.; Eells, J. [1]: On embedding uniform and topological spaces. Pacific J. Math. 6 (1956) 397-403 Arsover,.M.G. [1]: The Paley-Wienertheoreminmetriclinearspaces. PacificJ. Math.l0 (1960) 365-379 Arsove, M.G.; Edwards,R.E. [1]: Generalized bases in topologicallinear spaces. Studia Math. 19 (1960) 95-113 Baernstein, A. [1]: Representation of holomorphic functions by boundary integrals. Trans. Amer. Math. Soc. 160 (1971) 27-37 Baire, P. [1]: Sur les fonctions des variables reelles. Ann. of Math. 3 (1899) 1-32 Banach, S. [1]: Sur les fonctionelles lineaires. Studia Math. 1 (1929) 211-216 Banach, S. [2]: Sur les fonctionelles lineaires H. Studia Math. 1 (1929) 223-239 Banach, S. [3]: Theoremes sur les ensembles de premiere categorie. Fund. Math. 16 (1930) 395-398 Banach, S. [4]: Theorie des operations lineaires. Warszawa 1932 Banach, S.; Mazur, S. [1]: Zur Theorie der linearen Dimension. Studia Math. 4 (1933) 100-112 Banach, S.; Steinha us, H. [1]: Surle principe de la condensation de singularites. Fund. Math. 9 (1927) 50-61 Bibliography 521 Bartle,R.G.; Dunford, N.; Schwartz,J. [1]: Weak compactness and vector measures. Canad. J. Math. 7 (1955) 289-305 Bauer, H. [1]: Konvexität in topologischen Vektorräumen. Lectures, Univ: Hamburg 1963-64 Beattie, R. [1]: Continuous convergence and the Hahn-Banach problem. BuH. Austra!. Math. Soc. 17 (1977) 467--473 Bellenot, S.F. [1]: The Schwartz-Hilbert variety. Mich. Math. J. 22 (1975) 373-377 Bellenot, S. F. [2]: Basic sequences in non-Schwartz-Frechet spaces. Trans. Amer. Math. Soc. 258 (1980) 199-216 Bellenot, S.F. [3]: Each Schwartz Frechet space is a subspace ofa Schwartz Frechet space with an unconditional basis. Preprint Benedetto, J.J. [1]: Real variable and integration. Stuttgart 1976 Bennett, G.; Cooper,J.B. [1]: (LF)-spaces with absolute bases. Proc. Cambr. Phi!. Soc. 67 (1970) 283-286 Bennett, G.; Kalton, N.J. [1]: FK-spaces containing co. Duke Math. J. 39 (1972) 561-582 Berezanskn, LA. [1]: Inductively reflexive, 10caHy convex spaces. Dok!. Akad. Nauk SSSR 182 (1968) 20-22. Eng!. trans!. in Soviet Math. 9 (1968) 1080-1082 Bessaga, C. [1]: Nuclear Frechet spaces without bases 1. Variations on a theme ofDjakov and Mitiagin. BuH. Acad. Polon. Sci. 24 (1976) 471--473 Bessaga, C. [2]: Nuclear spaces without bases. A proof of Dubinsky's theorem. Functional Analysis Seminar Notes. Univ. of Michigan, Ann Arbor 1978 Bessaga, C.; Dubinsky, E. [1]: Nuclear Frechet spaces without bases III. Every nuclear Frechet space not isomorphic to ()J admits a subspace and a quotient space without a strong finite dimensional decomposition. Archiv Math. 31 (1978) 597-604 Bessaga, c.; Petczynski, A. [1]: On a class of Bo-spaces. BuH. Acad. Polon. Sci. 5 (1957) 375-377 Bessaga, c.; Petczynski, A. [2]: On bases and unconditional convergence of series in Banach spaces. Studia Math. 17 (1958) 151-164 Bessaga, C.; Petczynski, A. [3]: Wlasnosci baz w przestrzeniach typu Bo. Prace Mat. 3 (1959) 123-142 Bessaga, c.; Petczynski,A. [4]: On the embedding of nuclear spaces in the space of aH infinitely differentiable functions on the line. Dok!. Akad. Nauk SSSR 134 (1960) 745-748. Eng!. trans!. in Soviet Math. Dokl. 1 (1961) 1122-1125 Bessaga, c.; Petczynski, A. [5]: Some remarks on homeomorphisms of F-spaces. BuH. Acad. Polon. Sci. 10 (1962) 265-270 Bessaga, C.; Petczynski, A. [6]: Selected topics in infinite-dimensional topology. Warszawa 1975 Bessaga, c.; Petczynski, A.; Rolewicz, S. [1]: Some properties of the norm in F-spaces. Studia Math. 16 (1958) 183-192 Bessaga, c.; Petczynski, A.; Rolewicz, S. [2]: On diametral approximative dimension and linear homogeneity of F-spaces. BuH. Acad. Polon. Sci. 9 (1961) 677-683 Bierstedt, K.D. [1]: Gewichtete Räume stetiger vektorwertiger Funktionen und das injektive Tensorprodukt. 1. J. Reine Angew. Math. 259 (1973) 186--210 Bierstedt, K.D. [2]: Gewichtete Räume stetiger vektorwertiger Funktionen und das injektive Tensorprodukt. II. J. Reine Angew. Math. 260 (1973) 133-146 522 Bibliography Bierstedt, K.D.; Meise, R. [1]: Bemerkungen über die Approximationseigenschaft lokal­ konvexer Funktionenräume. Math. Ann. 209 (1974) 99-107 Bierstedt, K.D.; Meise, R [2]: Induktive Limites gewichteter Räume stetiger und holomor­ pher Funktionen. J. Reine Angew. Math. 282 (1976) 186-220 Binz, E. [1]: Continuous convergence onCC(X). Berlin-Heide1berg-NewYork 1975. = Lecture Notes in Mathematics, vo!. 469 Birkhoff, G. [1]: A note on topological groups. Compositio Math. 3 (1936) 427-430 Bishop, E. [1]: A generalization of the Stone-Weierstrass theorem. Pacific J. Math. 11 (1961) 777-783 Bourbaki, N. [1]: Algebre. Ch. 2: Algebre lineaire (Nouv. ed.). Paris 1970 Bourbaki, N. [2]: Topologie generale 1. Ch. 1 ä. 4 (Nouv. ed.). Paris 1971 Bourbaki, N. [3]: Topologie generale H. Ch. 5 ä. 10 (Nouv. M.). Paris 1974 Bourbaki, N. [4]: Espaces vectorie1s topologiques. Ch.I&H (2Ome ed.). Paris 1966 Bourbaki, N. [5]: Espaces vectoriels topologiques. Ch. III ä. V (2Ome M.). Paris 1967 Brace, J. W. [1]: Transformations in Banach spaces. Thesis. Cornell Univ. lthaca, N.Y. 1953 Brudovskn, B.S. [1]: Compatibility conditions in locally convex spaces. Dokl. Akad. Nauk SSSR 152 (1963) 1031-1033. Eng!. trans!. in Soviet Math. 4 (1963) 1472-1474 Brudovski\ B.S. [2]: Associated nuc1ear topology, mappings oftype s, and strongly nuc1ear spaces. Dokl. Akad. Nauk SSSR 178 (1968) 271-273. Eng!. trans!. in Soviet Math. 9 (1968) 61-63 Buchwalter, H. [1]: Topologies et compactologies. Pub!. Dept. Math. Lyon 6-2 (1969) 1-74 Buchwalter, H. [2]: Parties bornees d'un espace topologique completement regulier. Sem. Choquet 9 1969-70 exp. 14 Buchwalter, H. [3]: Produit topologique, produit tensoriel, et c-repletion. Bull. Soc. Math. France, Mem. 31-32 (1972) 51-71 Buchwalter, H. [4]: Sur le theoreme de Nachbin-Shirota. J. Math. Pures App!. 51 (1972) Buchwalter, H.; Schmets, J. [1]: Sur quelques propriHes de l'espace rc.(T). J. Math. Pures App!. 52 (1973) 337-352 Buck, R.C. [1]: Bounded continuous functions on a locally compact space. Mich. Math. J. 5 (1958) 95-104 C al ki n, J. W. [1] : Two-sided ideals and congruences in the ring ofbounded operators in Hilbert space. Ann. of Math. 42 (1941) 839-873 Choquet, G. [1]: Une c1asse reguliere d'espaces de Baire. C.R. Acad. Sci. Paris 246 (1958) 218-220 Choquet, G.; Meyer, P.A. [1]: Existence et unicite des representations integrales dans les convexes compactes que1conques. Ann. Inst. Fourier 13 (1963) 139-154 Christensen,J.P.R. [1]: Compact convex sets and compact Choquet simplexes. Inventiones math. 19 (1973) 1-4 Clarkson, J.A. [1]: Uniformly convex spaces. Trans. Amer. Math. Soc. 40 (1936) 396-414 Cohen, J.S. [1]: Absolutely p-summing, p-nuc1ear operators and their conjugates. Math. Ann. 201 (1973) 177-200 Collins, H.J. [1]: Completeness and compactness in linear topological spaces. Trans. Amer. Math. Soc. 79 (1955) 256-280 Bibliography 523 Collins, H.l. [2]: Strict, weighted, and mixed topologies and applications. Advances in Math. 19 (1976) 207-237 Collins, H.S.; Dorroh, 1.R. [1]: Remarks on certain function spaces. Math. Ann. 176 (1968) 157-168 Cook, C.H.; Fischer, H.R. [1]: On equicontinuity and continuous convergence. Math. Ann. 159 (1965) 94-104 Cooper, 1. B. [1]: The strict topology and spaces with mixed topologies. Proc. Amer. Math. Soc. 30 (1971) 583-592 Cooper, J.B. [2]: Saks spaces and applications to functional analysis. Amsterdam-New York-Oxford 1978 Crone, L.; Robinson, W.B. [1]: Every nuclear Frechet space with a regular basis has the quasi-equivalence property. Studia Math. 52 (1975) 203-207 Davie, A. M. [1]: The approximation problem for Banach spaces. BuH. London Math. Soc. 5 (1973) 261-266 Davis, W.l.; Figiel, T.; lohnson, W.B.; Petczynski,A. [1]: Factoring weakly compact operators. J. Funct. Analysis 17 (1974) 311-327 Day, M. M. [1]: The spaces ,pP with 0 < p < 1. BuH. Amer. Math. Soc. 46 (1940) 816-823 Day, M. M. [2]: On the basis problem in normed spaces. Proc. Amer. Math. Soc. 13 (1962) 655-658 Day, M. M. [3]: Normed linear spaces. (3 rd ed.) Berlin-Heidelberg-New York 1973. = Ergebnisse der Mathematik und ihrer Grenzgebiete, vo!. 21 Dazord,l. [1]: Factoring operators through co. Math. Ann. 220 (1976) 105-122 Dean, D.W. [1]: The equation L(E,X**) = L(E,X)** and the principle oflocal reflexivity. Proe. Amer. Math. Soe. 40 (1973) 146-148 De Branges, L. [1]: The Stone-Weierstrass theorem. Proc. Amer. Math. Soe. 10 (1959) 822-824 De Wilde, M. [1]: Reseaux dans les espaees lineaires a semi-normes. Mem. Soe. Roy. Sci. Liege 18 (1969) fase. 2 De Wilde, M.