References
L. Drewnowski,F-spaces with a basis which is shrinking but not hiper-shrinking. Studia Math.64, 97–104 (1979).
F. L. Hernández andV. Peirats, Weighted sequence subspaces of Orlicz function spaces isomorphic tol p. Arch. Math.50, 270–280 (1988).
F. L.Hernández and C.Ruiz, On Musielak-Orlicz spaces isomorphic to Orlicz spaces. To appear in Comment. Math.
M. I. Kadec andA. Pelczynski, Bases lacunary and complemented subspaces in the spacesL p. Studia Math.21, 161–176 (1962).
N. J. Kalton, Orlicz sequence spaces without local convexity. Math. Proc. Cambridge Philos. Soc.81, 253–277 (1977).
K. Lindberg, On subspaces of Orlicz sequence spaces. Studia Math.45, 119–146 (1973).
J. Lindenstrauss andL. Tzafriri, On Orlicz sequence spaces III. Israel J. Math.14, 368–389 (1973).
J.Lindenstrauss and L.Tzafriri, Classical Banach spaces I. Berlin-Heidelberg-New York 1977.
W. Matuszewska andW. Orlicz, A note on the theory ofs-normed spaces ofϕ-integrable functions. Studia Math.61, 107–115 (1961).
J.Musielak, Orlicz spaces and Modular spaces. LNM1034, Berlin-Heidelberg-New York 1983.
J. Musielak andW. Orlicz, On modular spaces. Studia Math.18, 49–56 (1959).
H. Nakano, Modulared sequence spaces. Proc. Japan Acad.27, 411–415 (1951).
N. J. Nielsen, On the Orlicz function spacesL M(0, ∞). Israel J. Math.20, 237–259 (1975).
S.Rolewicz, Metric Linear spaces. P.W.N. Polish Scientific Publishers Warszawa 1984.
C. Samuel, Sur la reproductibilite del espacesl p. Math. Scand.45, 103–117 (1979).
K. Sundaresan, Uniform convexity of Banach spacesl({p i}). Studia Math.39, 227–231 (1971).
P. Turpin, Conditions de bornitude et espaces de fonctions mesurables. Studia Math.56, 69–91 (1976).
W.Wnuk, Spacel (pn) with the Dunford-Pettis property. To appear.
J. Y. T. Woo, On modular sequence spaces. Studia Math.48, 271–289 (1973).
J. Y. T. Woo, On a class of universal modular sequence spaces. Israel J. Math.20, 193–215 (1975).
S. Yamamuro, Modulared sequence spaces. J. Fac. Sci. Hokkaido Univ. Ser. I13, 1–12 (1954).
Author information
Authors and Affiliations
Additional information
The authors would like to thank Francisco L. Hernández for some friendly and interesting discussions on this paper.
Research supported in part by DGICYT PB 88/0141 A.M.S. subject classification 1980 (1985 revision): 46E30, 46A45.
Rights and permissions
About this article
Cite this article
Peirats, V., Ruiz, C. Onl p-copies in Musielak-Orlicz sequence spaces. Arch. Math 58, 164–173 (1992). https://doi.org/10.1007/BF01191882
Received:
Revised:
Issue Date:
DOI: https://doi.org/10.1007/BF01191882