Uniformly convex norms on Banach lattices
T. Figiel (1980)
Studia Mathematica
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T. Figiel (1980)
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S. Bernau, H. Lacey (1976)
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Oscar Blasco (1986)
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A. Peressini (1970)
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Nicole Tomczak-Jaegermann (1980)
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P. Mangheni (1988)
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Jesús Bastero, Zenaida Uriz (1986)
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Janusz Dronka (1993)
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In this paper we give estimations of Istratescu measure of noncompactness I(X) of a set X C lp(E1,...,En) in terms of measures I(Xj) (j=1,...,n) of projections Xj of X on Ej. Also a converse problem of finding a set X for which the measure I(X) satisfies the estimations under consideration is considered.
J. A. López Molina, M. J. Rivera (1996)
Rendiconti del Seminario Matematico della Università di Padova
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David C. Carothers, William A. Feldman (1998)
Extracta Mathematicae
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This paper will consider the closure of the set of operators which may be expressed as a sum of lattice homomorphisms whose range is contained in a Dedekind complete Banch lattice.