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An abstract gliding hump property
Swartz, Charles
[1]
[1]
New Mexico State University
New Mexico State University
Estados Unidos
Localización:
Proyecciones: Journal of Mathematics
,
ISSN
0716-0917,
ISSN-e
0717-6279,
Vol. 28, Nº. 1, 2009
,
págs.
89-109
Idioma:
inglés
DOI
:
10.4067/S0716-09172009000100008
Enlaces
Texto completo
Referencias bibliográficas
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[BSS] J. Boos, C. Stuart and C. Swartz, Gliding hump properties of matrix domains, Analysis Math., 30 (2004), 243-257.
[DU] J. Diestel and J. Uhl, Vector Measures, Amer. Math. Soc., Providence, 1977.
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[LS] Li, Ronglu and C. Swartz, An Abstract Orlicz-Pettis Theorem and Applications, Proy. J. Math., 27, pp. 155-169, (2008).
[LWZ] Li, Ronglu and Wang, Fubin and Zhong, S., The strongest intrinsic meaning of sequential-evaluation convergence, Topology and its Appl.,...
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[StSw1] C. Stuart and C. Swartz, Uniform Convergence in the Dual of a Vector-Valued Sequence Space, Taiwanese J. Math., 7, pp. 665-676, (2003).
[StSw2] C. Stuart and C.Swartz, Generalizations of the Orlicz-Pettis Theorem, Proy. J. Math., 24, pp. 37-48, (2005).
[Sw1] C. Swartz, An Introduction to Functional Analysis, Marcel Dekker, N. Y., (1992).
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[Sw3] C. Swartz, The Schur and Hahn Theorems for Operator Matrices, Rocky Mountain Math. J., 15, pp. 61-73, (1985).
[Sw4] C. Swartz, A Multiplier Gliding Hump Property for Sequence Spaces, Proy. J. Math., 20, pp. 19-31, (2001).
[Sw5] C. Swartz, Orlicz-Pettis Theorems for Multiplier Convergent Operator Valued Series, Proy. J. Math., 23, pp. 61-72, (2004).
[Sw6] C. Swartz, Uniform Convergence of Multiplier Convergent Series, Proy J. Math., 26, pp. 27-35, (2007).
[Sw7] C. Swartz, Interchanging Orders of Summation for Multiplier Convergent Series, Bol. Soc. Mat. Mexicana (3) 8, pp. 31-35, (2002).
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