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The smooth Banach submanifold B*(E, F) in B(E, F)
Science in China Series A: Mathematics, 2009For two Banach spaces \(E\) and \(F,\) write \(B(E, F),\) \(B ^{+}(E, F),\) \( \Phi (E, F),\) \(S\Phi (E, F)\) and \(R(E, F),\) respectively, for the spaces of the bounded linear, double splitting, Fredholm, semi-Fredholm and finite rank operators from \(E\) into \(F.\) Let, moreover, \(\Sigma \) be any of the following sets: \[ \begin{aligned}\{T &\in
Ma, ZhaoFeng, Ma, JiPu
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15th IEEE International Workshops on Enabling Technologies: Infrastructure for Collaborative Enterprises (WETICE'06), 2006
This paper presents the E, F, I approach for the development of a contextual definition of a Web service. E, F, and I stand for environment, feature, and interaction, respectively. By default, a Web service resides in an environment E where it acts and reacts.
Bataineh, Emad +3 more
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This paper presents the E, F, I approach for the development of a contextual definition of a Web service. E, F, and I stand for environment, feature, and interaction, respectively. By default, a Web service resides in an environment E where it acts and reacts.
Bataineh, Emad +3 more
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About the position of \(K_{w^*}(E^*,F)\) inside \(L_{w^*}(E^*,F)\)
1994Summary: We prove that if \(c_ 0\) embeds into \(K_{w^*}(E^*,F)\) then either \(K_{w^*}(E^*,F)= L_{w^*}(E^*,F)\) or \(K_{w^*}(E^*,F)\) is uncomplemented in the space \(L_{w^*}(E^*,F)\). A lot of consequences of this result are then presented; among them some theorems about the position of \(K(E,F)\) inside \(W(E,F)\) and of \(\text{cca}(\Sigma,E ...
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