REFERENCES I: WEAK COMPACTNESS JORGE E. HERNANDEZ H. Abstract. Some references about Weak Compactness I.
References [1] Brooks, J. and Dincoleanu, N. (1977), Wak Compactness in Spaces of Bochner integrable Functions and Applications., Advances in Mathematics, 24, 172-188. [2] Carother, N.L., (2005)., A Short Course on Banach Space Theory. Cambridge University Press. [3] Chen, S. (1996)., Geometry on Orlicz Spaces. Dissertationes Math. (Rozprawy Mat.),Warsaw, 356, 204pp. [4] Diestel J. (1977). Remarks on Weak Compactness in L1 ( ; X): Glasgow Math. J. 18 (1977), 87-91 [5] Diestel J. (1984)., Sequences and Series in Banach Spaces., Springer Verlag New York, Inc. [6] Diestel, J. (1993). On Weak Compatness in L1 ( ; X):;Proceedings in the American Mathematical Society, 118,4, 7pp. [7] Eberlein W.F. (1947). Weak Compactness in Banach Spaces I., Proceedinges of the National Academy of Science of the USA., 33, 51-53. [8] Dunford,N. and Schwartz, Jabob T. (1957), Linear Operators. Part I. , Interscience Publisher, Inc. New York. [9] Luxemburg, W. (1955)., Banach Function Spaces. Thesis, Delft [10] Megginson, R. (1998)., An Inntroduction to Banach Space Theory., Springer Verlag New York.. [11] O’Neil, R.C. (1960)., Fractional Integration and Orlicz Spaces, Thesis, Univ. of Chicago, p. 39. [12] Ülger, A. (1991), Weak Compatness in L1 ( ; X):, Proceedings of the American Mathematical Society. 113, 7pp. (J. E. Hernandez H.) Universidad Centroccidental Lisandro Alvarado E-mail address, J.E. Hernandez H.:
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