Que sont les facteurs directs des espaces de Banach classiques ?

 Access to full text

 Full (PDF)

1. [1] Altshuler ( Z.), Casazza ( P.G.) and Lin ( B.L.). - On symmetric basic sequences in Lorentz sequence spaces. - Israel J. Math., t. 15, 1973, p. 140-155. Zbl0264.46011MR328553
2. [2] Alspach ( D.E.). - Quotients of C([0 , 1]) with separable dual, Bull. Amer. math. Soc., t. 83, 1977, p. 1057-1059. Zbl0371.46009MR626370
3. [3] Alspach ( D.E.) and Benyamini ( Y.). - Primariness of spaces of continuous fonctions on ordinals. - Israel J. Math., t. 27, 1977, p. 64-92. Zbl0362.46021MR440349
4. [4] Alspach ( D.E.), Enflo ( P.) and Odell ( E.). - On the structure of separable Lp spaces (1 < p < ∞) , Studia Math., Warszawa, t. 60, 1977, p. 79-90. Zbl0343.46017
5. [5] Amir ( D.). - Projections onto continuous function spaces, Proc. Amer. math. Soc., t. 15, 1964, p. 396-402. Zbl0195.12604MR165350
6. [6] Amir ( D.). - On isomorphisms of continuous function spaces, Israel J. Math., t. 3, 1965, p. 205-210. Zbl0141.31301MR200708
7. [7] Amir ( D.) and Arbel ( D.). - On injections and surjections of continuous function spaces, Israel J. Math., t. 15, 1973, p. 301-310. Zbl0268.46028MR397380
8. [8] Amir ( D.) and Lindenstrauss ( J.). - The structure of weakly compact sets in Banach spaces, Annals of Math., Series 2, t. 88, 1968, p. 35-46. Zbl0164.14903MR228983
9. [9] Arterburn ( D.) and Whitley ( R.). - Projections in the space of bounded linear operators, Pacific J. of Math., t. 15, 1965, p. 739-746. Zbl0138.38602MR187052
10. [10] Banach ( S.). - Théorie des opérations linéaires. - Warszawa, Subwencji Funduszu Kultury Narodowej, 1932. (Monografje Matematyczne, 1). Zbl0005.20901JFM58.0420.01
11. [11] Benyamini ( Y.). - An extension theorem for separable Banach spaces (à paraître). Zbl0367.46014
12. [12] Benyamini ( Y.) and Lindenstrauss ( J.). - A predual of l1 which is not isomorphic to a C(K) space, Israel J. Math., t. 13, 1972, p. 246-254. Zbl0253.46044MR331013
13. [13] Bennet ( G.), Dor ( L.E.), Goodman ( V.), ... - On uncomplemented subspaces of Lp, 1 < p < 2 , Israel J. Math., t. 26, 1977, p. 178-187. Zbl0339.46022MR435822
14. [14] Bessaga ( C.) and Pelczynski ( A.). - On bases and unconditional convergence of series in Banach spaces, Studia Math., Warszawa, t. 7, 1958, p. 151-164. Zbl0084.09805MR115069
15. [15] Bessaga ( C.) and Pelczynski ( A.). - Spaces of continuous functions. IV : On isomorphical classification of spaces of continuous functions, Studia Math., Warszawa, t. 19, 1960, p. 53-62. Zbl0094.30303MR113132
16. [16] Billard ( P.). - Bases dans H et bases de sous-espaces de dimension finie dans A, "Linear operators and approximation. Proceedings of the Conference held at the Oberwolfach mathematical Research Institute, 1971", p. 310-324. - Basel, Birkhäuser Verlag, 1972 (International Series of numerical Mathematics, 20). Zbl0261.46019MR428013
17. [17] Billard ( P.). - Sur la primarité des espaces C([1 , α]) , C. R. Acad. Sc. Paris, t. 28, 1975, Série A, p. 629-631. Zbl0327.46038
18. [18] Borsuk ( K.). - Über Isomorphie des Funktionalräume, Bull. intern. Acad. polon. Sc. et Lettres, Série A, 1933, p. 1-10. Zbl0007.25201JFM59.0407.03
19. [19] Bočkarev ( S.V.). - Existence of a basis in the space of functions analytic in the disk, and some properties of Franklin' s system, Math. of the USSR-Sbornik, t. 24, 1974, p. 1-16 ; [en russe] Mat. Sbornik, t. 95, 1974, p. 3-18. Zbl0343.46016MR355562
20. [20] Bretagnolle ( J.), Dacumba-Castelle ( D.) et Krivine ( J.-L.). - Lois stables et espaces Lp , Ann. Inst. Henri Poincaré, Section B, t. 2, 1966, p. 231-259. Zbl0139.33501
21. [21] Cambern ( M.). - On isomorphisms with small bound, Proc. Amer. math. Soc. t. 18, 1967, p. 1062-1066. Zbl0165.47402MR217580
22. [22] Capon ( M.). - Sous-espaces complémentés de Lp([0 , 1]) , Séminaire Choquet : Initiation à l'Analyse, 17e année, 1977/78, n° 16, 7 p. Zbl0393.46023
23. [23] Cartwright ( D.I.). - Extensions of positive operators between Banach lattices, Memoirs of Amer. math. Soc., t. 164, 1975, p. 1-48. Zbl0314.47015MR383031
24. [24] Casazza ( P.G.). - James' quasi-reflexive space is primary, Israel J. Math., t. 26, 1977, p. 294-305. Zbl0344.46045MR442650
25. [25] Casazza ( P.G.), Kottman ( C.A.) and Lin ( B.L.). - On some classes of primary Banach spaces, Canad. J. of Math., t. 29, 1977, p. 856-873. Zbl0338.46017MR445278
26. [26] Casazza ( P.G.) and Lin ( B.L.). - Projections on Banach spaces with symmetric bases, Studia Math., Warszawa, t. 52, 1974, p. 189-193. Zbl0266.46016MR350384
27. [27] Cohen ( H.B.). - A bound-two isomorphism between C(X) Banach spaces, Proc. Amer. math. Soc., t. 50, 1975, p. 215-217. Zbl0317.46025MR380379
28. [28] Dacumba-Castelle ( D.) et Krivine ( J.-L.). - Applications des ultraproduits à l'étude des espaces et des algèbres de Banach, Studia Math., Warszawa, t. 41, 1972, p. 315-334. Zbl0275.46023MR305035
29. [29] Dacumba-Castelle ( D.) et Krivine ( J.-L.). - Sous-espaces de L1 , Israel J. Math., t. 26, 1977, p. 320-351. Zbl0344.46051MR626845
30. [30] Davie ( A.M.). - The approximation problem for Banach spaces, Bull. London math. Soc., t. 5, 1973, p. 261-266. Zbl0267.46013MR338735
31. [31] Davis ( W.J.). - Embedding spaces with unconditional basis, Israel J. Math., t. 20, 1975, p. 189-191. Zbl0311.46012MR454602
32. [32] Day ( M.M.). - Normed linear spaces, 3rd edition. - Berlin, Springer-Verlag, 1973 (Ergebnisse der Mathematik, 21). Zbl0268.46013MR344849
33. [33] Decoret ( B.). - Suites de décomposition d'un espace de Banach à base inconditionnelle. Noyaux d'opérateurs et isométrie définis sur certains espaces d'opérateurs, Thèse de troisième cycle, Lyon, 1978. Zbl0418.46008
34. [34] Diestel ( J.). - Geometry of Banach spaces, Selected topics. - Berlin, Springer-Verlag, 1975 (Lecture Notes in Mathematics, 485). Zbl0307.46009MR461094
35. [35] Ditor ( S.Z.). - On a lemma of Milutin concerning averaging operators in continuous function spaces, Trans. Amer. math. Soc., t. 149, 1970, p. 443- 452. Zbl0197.10301MR435921
36. [36] Ditor ( S.Z.) and Haydon ( R.). - On absolute retracts, P(S) , and complemented subspaces of C(Dω1) , Studia Math., Warszawa, t. 56, 1976, p. 243-251. Zbl0352.46015
37. [37] Dunford ( N.) and Pettis. ( B.J.). - Linear operations on summable functions, Trans. Amer. math. Soc. , t. 47, 1940, p. 323-392. Zbl0023.32902MR2020JFM66.0556.01
38. [38] Dvoretzky ( A.). - Some results on convex bodies and Banach spaces, "Proceedings of the international symposium on linear spaces, Jerusalem, 1960", p. 123-160. - Jerusalem, Jerusalem Academic Press, 1961 (A publication of the israel Academy of Sciences and Humanities). Zbl0119.31803MR139079
39. [39] Edelstein ( J.S.) and Wojtaszczyk ( P.). - On projections and unconditional bases in direct sums of Banach spaces, Studia Math., Warszawa, t. 56, 1976, p. 263-276. Zbl0362.46017MR425585
40. [40] Enflo ( P.). - A counterexample to the approximation problem in Banach spaces, Acta Math., Uppsala, t. 130, 1973, p. 309-317. Zbl0267.46012MR402468
41. [41] Fakhoury ( H.). - Projections contractantes dans C(X) , Séminaire Choquet : Initiation à l'Analyse, 10e année, 1970/71, Communication n° 5, 7 p. Zbl0224.46030MR477724
42. [42] Fakhoury ( H.). - Etude du noyau d'un opérateur défini sur l'espace des suites bornées et applications, Bull. Sc. math., 2e série, t. 100, 1975, p. 45-55. Zbl0361.46014MR433196
43. [43] Fakhoury ( H.). - Projections sur l'espace des opérateurs compacts, Séminaire Choquet : Initiation à l'Analyse, 15e année, 1975/76, n° 6 (non rédigé). 
44. [44] Fakhoury ( H.). - Sur les espaces de Banach ne contenant pas l1 , Math. Scand. (à paraître). Zbl0369.46021
45. [45] Figiel ( T.) and Johnson ( W.B.). - The approximation property does not imply the bounded approximation property, Proc. Amer. math. Soc., t. 41, 1973, p. 197-200. Zbl0289.46015MR341032
46. [46] Garling ( D.J.H.). - On symmetric sequence spaces, Proc. London math. Soc., Series 3, t. 16, 1966, p. 85-106. Zbl0136.10701MR192311
47. [47] Garling ( D.J.H.). - A class of reflexive symmetric BK-spaces, Canad. J. of Math., t. 21, 1969, p. 602-608. Zbl0175.41901MR410331
48. [48] Goodner ( D.B.). - Projections in normed linear spaces, Trans. Amer. math. Soc., t. 69, 1950, p. 89-108. Zbl0041.23203MR37465
49. [49] Grothendieck ( A.). - Sur les applications linéaires faiblement compactes d'espaces du type C(K) , Canad. J. of Math., t. 5, 1953, p. 129-173. Zbl0050.10902MR58866
50. [50] Grothendieck ( A.). - Une caractérisation vectorielle-métrique des espaces L1, Canad. J. of Math., t. 7, 1955, p. 552-561. Zbl0065.34503MR76301
51. [51] Gul'ko ( S.P.) and Os'kin ( A.V.). - Isomorphic classification of spaces of continuous functions on totally ordered bicompacta, Funct. Anal., t. 9, 1975, p. 56-57 ; [en russe] Funkcional. Anal. i Prilizen, t. 9, 1975, p. 61- 62. Zbl0325.46039MR377489
52. [52] Hagler ( J.). - On the structure of S and C(S) for S dyadic, Trans. Amer. math. Soc., t. 214, 1975, p. 415-428. Zbl0321.46022MR388062
53. [53] Hagler ( J.). - A counterexample to several questions about Banach spaces, Studia Math., Warszawa, t. 60, 1977, p. 289-308. Zbl0387.46015MR442651
54. [54] Hagler ( J.) and Stegall ( C.). - Banach spaces whose duals contain complemented subspaces isomorphic to C[0, 1] , J. funct. Analysis, t. 13, 1973, p. 233-251. Zbl0265.46019MR350381
55. [55] Haydon ( R.). - Injective Banach lattices, Math. Z., t. 156, 1977, p. 19-47. Zbl0345.46007MR473776
56. [56] Haydon ( R.). - Sur les espaces de Banach injectifs qui sont des biduaux, Séminaire Choquet : Initiation à l'Analyse, 16e année, 1976/77, exposé n° 16, 2 p. Zbl0377.46059MR493273
57. [57] Holsztynki ( W.). - Continuous mappings induced by isometries of spaces of continuous function, Studia Math., Warszawa, t. 26, 1966, p. 133-136. Zbl0156.36903MR193491
58. [58] Isbell ( J.R.) and Semadeni ( Z.). - Projection constants and spaces of continuous functions, Trans. Amer. math. Soc., t. 107, 1963, p. 38-48. Zbl0116.08304MR146649
59. [59] James ( R.C.). - A non-reflexive Banach space isometric with its second conjugate space, Proc. Nat. Acad. Sc. U. S. A., t. 37, 1951, p. 174-177. Zbl0042.36102MR44024
60. [60] Johnson ( W.B. ) . - Factoring compact operators, Israel J. Math., t. 9, 1971, p. 337-345. Zbl0236.47045MR290133
61. [61] Johnson ( W.B.). - A complementably universal cunjugate Banach space and its relation to the approximation problem, Israel J. Math., t. 13, 1972, p. 301- 310. Zbl0252.46024MR326356
62. [62] Johnson ( W.B.), Rosenthal ( H.P.) and Zippin ( H.). - On bases, finite dimensional décompositions and weaker structures in Banach spaces, Israel J. Math., t. 9, 1971, p. 488-506. Zbl0217.16103MR280983
63. [63] Johnson ( W.B.) and Szankowski ( A.). - Complementably universal Banach spacesStudia Math., Warszawa, t. 58, 1976, p. 91-97. Zbl0341.46017MR425582
64. [64] Johnson ( W.B.) and Zippin ( M.). - Separable L1 preduals are quotients of C(Δ) , Israel J. Math., t. 16, 1973, p. 198-202. Zbl0283.46007
65. [65] Jonac ( M.-L.) et Samuel ( C.). - Sur les sous-espaces complémentés de C(S) , Bull. Sc. math., 2e série, t. 94, 1970, p. 159-163. Zbl0201.44806MR271711
66. [66] Kadec ( M.I.). - On complementably universal Banach spaces, Studia Math., Warszawa, t. 40, 1971, p. 85-89. Zbl0218.46015MR313764
67. [67] Kadets ( M.I.) and Mityagin ( B.S.). - Complemented subspaces in Banach spaces, Russian math. Surveys, t. 28, 1973, fasc. 6, p. 77-95. Zbl0288.46017MR399807
68. [68] Kakutani ( S.). - Some characterizations of Euclidean spaces, Japan J. of Math., t. 16, 1939, p. 93-97. Zbl0022.15001MR895
69. [69] Kakutani ( S.). - Concrete representation of abstract (L)-spaces and the meanergodic theorem, Annals of Math., t. 42, 1941, p. 523-537. Zbl0027.11102MR4095JFM67.0419.01
70. [70] Kelley ( J.L.). - Banach spaces with the extension property, Trans. Amer. math. Soc., t. 72, 1952, p. 323-326. Zbl0046.12002MR45940
71. [71] Khintchine ( A.). - Über dyadische Brüche , Math. Z., t. 18, 1923, p. 109-116. Zbl49.0132.01MR1544623JFM49.0132.01
72. [72] Kisljakov ( S.V.). - Classification of spaces of continuous functions on the ordinals, Siberian math. J., t. 16, 1975, p. 226-231 ; [en russe], Sibirsk. mat. Ž., t. 16, 1975, p. 293-300. Zbl0327.46033MR377490
73. [73] Köthe ( G.). - Hebbare lokalekonvexe Räume, Math. Annalen, t. 165. 1966, p. 181-195. Zbl0141.11605MR196464
74. [74] Krivine ( J.-L.). - Sous-espaces et cônes convexes dans les espaces Lp . Thèse Sc. math., Paris, 1967. 
75. [75] Kuratowski ( C.). - Topologie. I, 4e édition. - Warszawa, Panstwowe Wydawnictwo Naukowe, 1958 (Polska Akademia Nauk. Monografie matematycznk, 28). Zbl0078.14603MR90795
76. [76] Kwapien ( S.). - On Enflo's example of a Banach space without the approximation property, Séminaire Goulaouic-Schwartz : Equation aux dérivées partielles et analyse fonctionnelle, 1972/73, exposé n° 8, 9 p. Zbl0263.46018
77. [77] Labbe ( M.A.). - Isomorphisms of continuous function spaces, Studia Math., Warszawa, t. 52, 1975, p. 221-231. Zbl0266.46021MR390737
78. [78] Lacey ( E.H.). - The isometric theory of the classical Banach spaces. - Berlin, Springer-Verlag, 1974 (Grundlehren der mathematischen Wissenschaften, 208). Zbl0285.46024MR493279
79. [79] Lazar ( A.I.) and Lindenstrauss ( J.). - Banach spaces whose duals are L1 spaces and their representing matrices, Acta Math., Uppsala, t. 126, 1971, p. 165-193. Zbl0209.43201MR291771
80. [80] Lewis ( D.R.) and Stegall ( C.). - Banach spaces whose duals are isomorphic to l1(Γ) , J. funct. Analysis, t. 12, 1973, p. 177-187. Zbl0252.46021
81. [81] Lindenstrauss ( J.). - Extension of compact operators. - Providence, American mathematical Society, 1964 (Memoirs of the American mathematical Society, 48). Zbl0141.12001MR179580
82. [82] Lindenstrauss ( J.). - On complemented subspaces of m , Israel J. Math., t. 5, 1967, p. 153-156. Zbl0153.44202MR222616
83. [83] Lindenstrauss ( J.). - A remark on L1-spaces, Israel J. Math., t. 8, 1970, p. 80-82. Zbl0197.38703MR259582
84. [84] Lindenstrauss ( J.). - À remark on symmetric bases, Israel J. Math., t. 13, 1972, p. 317-320. Zbl0252.46027MR331024
85. [85] Lindenstrauss ( J.). - Weakly compact sets - Their topological properties and the Banach spaces they generate, "Symposium on infinite dimensional topology, Baton Rouge, 1967", p. 235-274. - Princeton, Princeton University Press, 1972 (Annals of Mathematics Studies, 69). Zbl0232.46019MR417761
86. [86] Lindenstrauss ( J.) and Pelczynski ( A.). - Absolutely summing operators in Lp-spaces and their applications, Studia Math., Warszawa, t. 29, 1968, p. 275-326. Zbl0183.40501MR231188
87. [87] Lindenstrauss ( J.) and Pelczynski ( A.). - Contribution to the theory of the classical Banach spaces, J. funct. Analysis, t. 8, 1971, p. 225-249. Zbl0224.46041MR291772
88. [88] Lindenstrauss ( J.) and Rosenthal ( H.P.). - The Lp-spaces, Israel J. Math., t. 7, 1969, p. 325-349. Zbl0205.12602MR270119
89. [89] Lindenstrauss ( J.) and Tzafriri ( L.). - On the complemented subspaces problem, Israel J. Math., t. 9, 1971, p. 263-269. Zbl0211.16301MR276734
90. [90] Lindenstrauss ( J.) and Tzafriri ( L.). - On Orlicz sequence spaces, Israel J. Math., t. 10, 1971, p. 379-390. Zbl0227.46042MR313780
91. [91] Lindenstrauss ( J.) and Tzafriri ( L.). - On Orlicz sequence spaces, II, Israel J. Math., t. 11, 1972, p. 355-379. Zbl0237.46034MR310592
92. [92] Lindenstrauss ( J.) and Tzafriri ( L.). - On Orlicz sequence spaces, III, Israel J. Math., t. 14, 1973, p. 368-389. Zbl0262.46031MR322476
93. [93] Lindenstrauss ( J.) and Tzafriri ( L.). - The uniform approximation property on Orlicz spaces, Israel J. Math., t. 23, 1976, p. 142-155. Zbl0347.46025MR399806
94. [94] Lindenstrauss ( J.) and Tzafriri ( L.). - Classical Banach spaces. - Berlin, Springer-Verlag, 1973 (Lecture Notes in Mathematics, 338). Zbl0259.46011MR415253
95. [95] Lindenstrauss ( J.) and Wulbert ( D.E.). - On the classification of the Banach spaces whose duals are L1-spaces, J. funct. Analysis, t. 4, 1969, p. 332- 349. Zbl0184.15102MR250033
96. [96] Lorentz ( G.G.). - Some new functional spaces, Annals of Math., 2nd Series, t. 51, 1950, p. 37-55. Zbl0035.35602MR33449
97. [97] Lotz ( H.P.). - Extensions and liftings of positive linear mappings on Banach lattices, Trans. Amer. math. Soc., t. 211, 1975, p. 85-100. Zbl0351.47005MR383141
98. [98] Maharam ( D.). - On homogeneous measure algebras, Proc. Nat. Acad. Sc. U. S. A., t. 28, 1942, p. 108-111. Zbl0063.03723MR6595
99. [99] Marcinkiewicz ( J.). - Quelques théorèmes sur les séries orthogonales lacunaires, Ann. Soc. polon. Math., t. 17, 1938, p. 51-56. Zbl0019.40505
100. [100] Mazurkiewicz ( S.) et Sierpinski ( W.). - Contribution à la topologie des ensembles dénombrables, Fund. Math., Warszawa, t. 1, 1920, p. 17-27. Zbl47.0176.01JFM47.0176.01
101. [101] Michael ( E.). - Continuous selections, I, Annals of Math., Series 2, t. 63, 1956, p. 361-382. Zbl0071.15902MR77107
102. [102] Milutin. - Isomorphisms of spaces of continuous functions..., [en russe], Teor. Funkc., Kharkov, t. 2, 1966, p. 150-156. 
103. [103] Nachbin ( L.). - A theorem of the Hahn-Banach type for linear transformations, Trans. Amer. math. Soc., t. 68, 1950, p. 28-46. Zbl0035.35402MR32932
104. [104] Orlicz ( M.W.). - Über eine gewisse Klasse von Räumen vom Typus B , Bull. intern. Acad. polon. Sc., Série A, 1932, p. 207-220. Zbl0006.31503JFM58.0422.02
105. [105] Paley ( R.E.A.C.). - A remarkable series of orthogonal functions, I, Proc. London math. Soc., Series 2, t. 34, 1932, p. 241-264. Zbl0005.24806JFM58.0284.03
106. [106] Pelczynski ( A.). - On the isomorphism of the spaces m and M , Bull. Acad. polon. Sc., Série 3, t. 6, 1958, p. 695-696. Zbl0085.09406MR102727
107. [107] Pelczynski ( A.). - Projection in certain Banach spaces, Studia Math., Warszawa, t. 19, 1960, p. 209-228. Zbl0104.08503MR126145
108. [108] Pelczynski ( A.). - Banach spaces on which every unconditionaly converging operator is weakly compact, Bull. Acad. polon. Sc., Série 3, t. 10, 1962, p. 641-648. Zbl0107.32504MR149295
109. [109] Pelczynski ( A.). - On strictly singular and strictly cosingular operators. I : Strictly singular and strictly cosingular operators in C(S)-spaces, Bull. Acad. polon. Sc., Série 3, t. 13, 1965, p. 31-36. Zbl0138.38604MR177300
110. [110] Pblczynski ( A.). - Linear extensions, linear averagings and their applications to linear topological classification of spaces of continuous functions, Rozpraw Mat., t. 58, 1968, 92 p. Zbl0165.14603MR227751
111. [111] Pelczynski ( A.). - On Banach spaces containing L1(μ) , Studia Math., Warszawa, t. 30, 1968, p. 231-246. Zbl0159.18102
112. [112] Pelczynski ( A.). - On C(S)-subspaces of separable Banach spaces, Studia Math., Warszawa, t. 31, 1968, p. 513-522. Zbl0169.15402MR234261
113. [113] Pelczynski ( A.). - Universal bases, Studia Math., Warszawa, t. 32, 1969, p. 247-268. Zbl0185.37401MR241954
114. [114] Pelczynski ( A.). - Any separable Banach space with the bounded approximation property is a complemented space of a Banach space with a basis, Studia Math., Warszawa, t. 40, 1971, p. 239-243. Zbl0223.46019MR308753
115. [115] Pelczynski ( A.). - Banach spaces of analytics functions and absolutely summing operators. - Providence, American mathematical Society, 1977 (CBMS Regional Conference, Series in Mathematics, 30). Zbl0384.46015MR511811
116. [116] Pelczynski ( A.) and Wojtaszczk ( P.). - Banach spaces with finite dimensional expansions of identity and universal bases of finite dimensional subspaces, Studia Math., Warszawa, t. 40, 1971, p. 91-108. Zbl0221.46014MR313765
117. [117] Pitt ( H.R.). - A note on bilinear forms, J. London math. Soc., t. 11, 1936, p. 174-180. Zbl0014.31201JFM62.0209.01
118. [118] Rosenthal ( H.P.). - Projections onto translation-invariant subspaces of Lp(G) . - Providence, American mathematical Society, 1966 (Memoirs of the American mathematical Society, 63). Zbl0203.43903MR211198
119. [119] Rosenthal ( H.P.). - On totally incomparable Banach spaces, J. funct. Analysis, t. 4, 1962, p. 167-175. Zbl0184.15004MR248506
120. [120] Rosenthal ( H.P.). - On the subspaces of Lp (p > 2) spanned by sequences of independent random variables, Israel J. Math., t. 8, 1970, p. 273-303. Zbl0213.19303MR271721
121. [121] Rosenthal ( H.P.). - On relatively disjoint families of measures with some applications to Banach space theory, Studia Math., Warszawa, t. 37, 1970, p. 13-36. Zbl0227.46027MR270122
122. [122] Rosenthal ( H.P.). - On injective Banach spaces and the spaces L∞(μ) for finite measures μ , Acta Math., Uppsala, t. 124, 1970, P. 205-248. Zbl0207.42803
123. [123] Rosenthal ( H.P.). - On factors of C([0 , 1]) with non separable dual, Israel J. Math., t. 3, 1972, p. 361-378. Zbl0253.46048MR388063
124. [124] Rosenthal ( H.P.). - A characterization of Banach spaces containing l1 , Proc. Nat. Acad. Sc. U. S. A., t. 71, 1974, p. 2411-2413. Zbl0297.46013MR358307
125. [125] Rosenthal ( H.P.). - The Banach spaces C(K) and Lp(μ) , Bull. Amer. math. Soc., t. 81, 1975, p. 763-781. Zbl0334.46033
126. [126] Saint-Raymond ( J.). - Dérivation par rapport à une application. Existence d'éxaves markoviens, Séminaire Choquet : Initiation à l'Analyse, 13e année, 1973/74, Communication n° 2, 9 P. Zbl0352.46012
127. [127] Samuel ( C.). - Sur certains espaces Cσ (S) et sur les sous-espaces complé- mentés de C(S) , Bull. Sc. math., Serie 2, t. 95, 1971, p. 65-82. Zbl0211.42603
128. [128] Semadeni ( Z.). - Banach spaces non isomorphic to their cartesian squares, I, Bull. Acad. polon. Sc., 3e série, t. 8, 1960, p. 81-84. Zbl0091.27802MR115074
129. [129] Simons ( S.). - Local reflexivity and (p , q)-summing maps, Math. Annalen, t. 198, 1972, p. 335-344. Zbl0231.46033MR326353
130. [130] Sobczyk ( A.). - Projection of the space (m) on its subspace (C0) , Bull. Amer . math. Soc., t. 47, 1941, p. 938-947. Zbl0027.40801MR5777
131. [131] Stegall ( C.). - Banach spaces whose duals contain l1(Γ) with applications to the study of dual L1(μ)-spaces, Trans. Amer. math. Soc., t. 176, 1973, p. 463-477. Zbl0259.46016
132. [132] Stern ( J.). - Propriétés locales et ultrapuissances d'espaces de Banach, Séminaire Maurey-Schwartz : Espaces Lp , applications radonifiantes et géométrie des espaces de Banach, 1974/75, Exposés n° 7 et 8, 16 p. et 12 p. Zbl0318.46027
133. [133] Stone ( M.H.). - Applications of the theory of Boolean rings to general topology, Trans. Amer. math. Soc., t. 41, 1937, p. 375-481. Zbl0017.13502MR1501905JFM63.1173.01
134. [134] Szankowski ( A.). - Embedding Banach spaces with unconditional bases into spaces with symmetric bases, Israel J. Math., t. 15, 1973, p. 53-59. Zbl0265.46020MR425588
135. [135] Szankowski ( A.). - Subspaces without approximation property (à paraître). Zbl0384.46008
136. [136] Szankowski ( A.). - The space B(H) has not approximation property ( à paraître). 
137. [137] Szlenk ( W.). - The non-existence of a separable reflexive Banach space universal for all separable reflexive Banach spaces, Studia Math., Warszawa, t. 30, 1968, p. 53-61. Zbl0169.15303MR227743
138. [138] Talagrand ( M.). - Espaces de Banach K-analytiques (à paraître). 
139. [139] Thorp ( E.O.). - Projections onto the subspaces of compact operators, Pac. J. Math., t. 10, 1960, p. 693-696. Zbl0119.31904MR114128
140. [140] Tong ( A.E.) and Wilken ( D.R.). - The uncomplemented subspace K(E , F) , Studia Math., Warszawa, t. 37, 1971, p. 227-236. Zbl0212.46302MR300058
141. [141] Veech ( W.A.). - Short proof of Soczyk's theorem, Proc. Amer. math. Soc. t. 28, 1971, p. 627-628. Zbl0213.39402MR275122
142. [142] Wojtaszczyk ( P.). - On separable Banach spaces containing all separable reflexive Banach spaces, Studia Math., Warszawa, t. 37, 1970, p. 197-202. Zbl0212.14302MR308750
143. [143] Wojtaszczyk ( P.). - On complemented subspaces and unconditional bases in lp + lq , Studia Math., Warszawa, t. 47, 1973, p. 197-206. Zbl0267.46010MR338744
144. [144] Wolfe ( J.E.). - Injective Banach spaces of type C(T) , Thèse, Berkeley, 1971. 
145. [145] Zippin ( M.). - On some subspaces of Banach whose duals are L1-spaces, Proc. Amer. math. Soc., t. 23, 1969, p. 378-385. Zbl0184.15101MR246094
146. [146] Zippin ( M.). - The separable extension problem, Israel J. Math., t. 26, 1977, p. 372-387. Zbl0347.46076MR442649
147. [147] Zygmund ( A.). - Trigonometric series, 2nd edition. - Cambridge, University Press, 1959. Zbl0085.05601MR107776