About arithmetic-geometric multidistances
In a previous paper (see  ) we considered the family of multi-argument functions called multidistances, introduced in some recent papers (see -) by J.Martin and G.Mayor , which extend to n-dimensional ordered lists of elements the usual concept of distance between a couple of points in a metric space. In particular Martin and Mayor investigated three classes of multidistances, that is Fermat, sum-based and OWA- based multidistances. In this note we introduce a new family of multidistance functions, which are a generalization of the sum-based multidistances and we call them arithmetic-geometric multidistances
|Date of creation:||Jul 2011|
|Date of revision:||29 Jul 2011|
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