Results 11 to 20 of about 39 (39)
, 2019 We investigate the Choquet boundary for subspaces of parabolic functions and for linearly separating subspaces of continuous functions. The relation of the Choquet boundary with the set of peak points is also investigated.
HODIȘ, Laura, MĂDUȚA, Alexandra
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, 2019 We consider positive linear operators acting on C(K), where K is a metrizable Bauer simplex. For such an operator L we investigate the limit of the iterates Lm, when m → ∞. Qualitative results and rates of convergence are obtained.
HODIȘ, Sever, DANCS, Mădălina
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A Survey on Renorming and Set Convergence
, 1995 . This article presents a survey of some recent results relating set convergence and renorming. We focus most of our attention on norms having various Kadec--Klee properties and their interplay with certain forms of set convergence including Wijsman and ...
Jon D. Vanderwerff +3 more
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, 2004 This article is dedicated to the memory of my friend and collaborator, Yuri A bramovich.Abstract unavailable at this time... Mathematics Subject Classification (2000): 46B3, 46B10, 46B42, 46A55.Key words: Cones, bases for cones, quasi-interior points ...
Polyrakis, Ioannis A.
core
Convex Functions on "Sequentially Reflexive" Banach Spaces
, 1995 . There is a sizeable class of results precisely relating boundedness, convergence and differentiability properties of continuous convex functions on Banach spaces to whether or not the space contains an isomorphic copy of ` 1 .
Jon Borwein, Jon Vanderwerff
core
Epigraphical and Uniform Convergence of Convex Functions
, 1995 . We examine when a sequence of lsc convex functions on a Banach space converges uniformly on bounded sets (resp. compact sets) provided it converges Attouch-Wets (resp. Painlev'e-Kuratowski). We also obtain related results for pointwise convergence
Jon D. Vanderwerff, Jonathan M. Borwein
core
Characterizations of Banach Spaces via Convex and other Locally Lipschitz Functions
, 1996 . Various properties of Banach spaces, including the reflexivity and the Schur property of a space, are characterized in terms of properties of corresponding classes of locally Lipschitz functions on those spaces. AMS Classification. 46A55, 46B20, 52A41.
Jon Borwein +2 more
core
Affine Baire functions on Choquet simplices
Open Mathematics, 2011 Kačena Miroslav, Spurný Jiří
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Some of the next articles are maybe not open access.
Extreme Points and the Diameter Norm
Rocky Mountain Journal of Mathematics, 2004Juan J Font, Manuel Sanchís
exaly