HIGHLIGHTS
- who: ANNALES et al. from the (UNIVERSITY) have published the paper: 19-26 in normed linear spaces, in the Journal: (JOURNAL)
- what: Using this property, the authors show that a similar result is true for strong proximinality.
SUMMARY
Let W be a closed subset of a normed linear space (X, k.k). The metric projection of X onto W is the set-valued map PW defined by PW (x)={y ∈ W: kx - yk ≤ kx - wk f or all w ∈ W }. The set W is said to be proximinal (Chebyshev ) if for . . .
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