LORENTZ SPACES THAT ARE ISOMORPHIC TO SUBSPACES OF L1

[1] CREEKMORE J, 1981, INDAG MATH, V43, P145

[2] Dacunha-Castelle D., 1969, ANN SCIENT EC NORM S, V2, P437, DOI [10.24033/asens.1181, DOI 10.24033/ASENS.1181]

[3] DACUNHACASTELLE D, 1974, SEMINAIRE MAUREY SCH

[4] BANACH SPACES X FOR WHICH II2(L INFINITY, X) = B(L INFINITY, X) [J]. STUDIA MATHEMATICA, 1972, 44 (06) : 617 - 648

[5] Hardy GH, 1988, INEQUALITIES

[6] Johnson W.B., 1979, MEM AM MATH SOC, V217

[7] SOME COMBINATORIAL AND PROBABILISTIC INEQUALITIES AND THEIR APPLICATION TO BANACH-SPACE THEORY [J]. STUDIA MATHEMATICA, 1985, 82 (01) : 91 - 106

[8] KWAPIEN S, SOME COMBINATORIAL P, V2

[9] ABSOLUTELY SUMMING OPERATORS IN LP-SPACES AND THEIR APPLICATIONS [J]. STUDIA MATHEMATICA, 1968, 29 (03) : 275 - &

[10] Lindenstrauss J., 1979, CLASSICAL BANACH SPA, VII

[1] CREEKMORE J, 1981, INDAG MATH, V43, P145

[2] Dacunha-Castelle D., 1969, ANN SCIENT EC NORM S, V2, P437, DOI [10.24033/asens.1181, DOI 10.24033/ASENS.1181]

[3] DACUNHACASTELLE D, 1974, SEMINAIRE MAUREY SCH

[4] BANACH SPACES X FOR WHICH II2(L INFINITY, X) = B(L INFINITY, X) [J]. STUDIA MATHEMATICA, 1972, 44 (06) : 617 - 648

[5] Hardy GH, 1988, INEQUALITIES

[6] Johnson W.B., 1979, MEM AM MATH SOC, V217

[7] SOME COMBINATORIAL AND PROBABILISTIC INEQUALITIES AND THEIR APPLICATION TO BANACH-SPACE THEORY [J]. STUDIA MATHEMATICA, 1985, 82 (01) : 91 - 106

[8] KWAPIEN S, SOME COMBINATORIAL P, V2

[9] ABSOLUTELY SUMMING OPERATORS IN LP-SPACES AND THEIR APPLICATIONS [J]. STUDIA MATHEMATICA, 1968, 29 (03) : 275 - &

[10] Lindenstrauss J., 1979, CLASSICAL BANACH SPA, VII