Equally spaced points for families of compact sets in Euclidean spaces

Horst Kramer
(original), ISI/JCR, paper

Abstract

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Authors

H. Kramer,
Institutul de calcul Academia R.S. Romania (ICTP)

A.B. Nemeth,
Institutul de Calcul, Academia R.S. Romania (ICTP)

Keywords

Euclidean Space

References

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Paper coordinates

H. Kramer, A.B. Nemeth, Equally spaced points for families of compact sets in euclidean spaces, Arch. Math 25, 198–202 (1974).
doi: 10.1007/BF01238663

PDF

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About this paper

Journal

Archiv der Mathematik

Publisher Name

Springer

DOI

https://doi.org/10.1007/bf01238663

Print ISSN

0003-889X

Online ISSN

1420-8938

Google Scholar Profile

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[1] M. J. DEKNATEL, Sur le lieu des points équidistants de deux ensembles. Bull. Soc. Math. France68, 41–52 (1940). Google Scholar

[2] R. GAEIEPY andW. D. PEPE, On the level sets of a distance function in a Minkowski space. Proc. Amer. Math. Soc.31, 255–259 (1972). Google Scholar

[3] O. HANNER andH. RADSTRÖM, A generalization of a theorem of Fenchel. Proc. Amer. Math. Soc.2, 589–593 (1951). Google Scholar

[4] S. T.HU, Homotopy theory. London-New York 1959.

[5] H. KRAMER andA. B. NÉMETH, Supporting spheres for families of independent convex sets. Arch. Math.24, 91–96 (1973). Google Scholar

[6] H. KRAMER andA. B. NÉMETH, Equally spaced points for families of compact convex sets in Minkowski spaces. Mathematica (Cluj)15, 71–78 (1973). Google Scholar

[7] F. A.VALENTINE, Konvexe Mengen. Mannheim 1968.

1974

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