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The relative Chebyshev centers of finite sets in geodesic spaces
Russian Mathematics, 2008A metric space \(X\) is a \textit{geodesic~space} if any two points \(x,y\) of \(X\) may be joined by a continuous curve whose length equals the distance \(d(x,y)\). If \(M\) is a bounded subset of \(X\), then its \textit{Chebychev~radius} \(R(M)\) is the infimum of the radii \(R\) of all metric balls \(B(x,R)\) that contain \(M\), where \(x\) ranges ...
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Strong uniqueness and alternation theorems for relative Chebyshev centers
Journal of Approximation Theory, 2023zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Levis, Fabián Eduardo +2 more
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Corrigendum to: ``Strong uniqueness and alternation theorems for relative Chebyshev centers''
Journal of Approximation TheoryFil: Zabala, L.. Universidad Nacional de Río Cuarto.
Levis, Fabián Eduardo +2 more
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Relative Chebyshev Centers in L∞(μ,X)
2014Let X be a Banach space and Y a weakly K-analytic subspace of X. In this paper we study the simultaneous proximinality in the space L∞(μ,X). In this sense we have proved that L∞(μ, Y) is simultaneously proximinal in L∞(μ,X) if, and only if, Y is simultaneously proximinal in X.
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Cancer risk among World Trade Center rescue and recovery workers: A review
Ca-A Cancer Journal for Clinicians, 2022Paolo Boffetta +2 more
exaly
Relative Chebyshev Centers in Normed Linear Spaces. Part II.
1980Zvi Ziegler, Dan Amir
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Advancing survivorship care through the National Cancer Survivorship Resource Center
Ca-A Cancer Journal for Clinicians, 2013Mandi L Pratt-Chapman +2 more
exaly

