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- W2296739772 abstract "Extensions of the concept of distance to more than two elements have been recently proposed in the literature to measure to which extent the elements of a set are spread out. Such extensions may be particularly useful to define dispersion measures for instance in statistics or data analysis. In this note we provide and discuss an extension of the concept of distance, called n-distance, as functions of n variables. The key feature of this extension is a natural generalization of the triangle inequality. We also provide some examples of n-distances that involve geometric and graph theoretic constructions." @default.
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- W2296739772 date "2016-02-01" @default.
- W2296739772 modified "2023-09-26" @default.
- W2296739772 title "An extension of the concept of distance as functions of several variables" @default.
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