Characterizations of admissible sum-type objective functions for symmetric polynomials up to degree 3 and a new max-type class for arbitrary scaling functions g, including approximation results for the former.
Cohen-Addad, V
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Characterizations of Admissible Objective Functions for Hierarchical Clustering
Characterizations of admissible sum-type objective functions for symmetric polynomials up to degree 3 and a new max-type class for arbitrary scaling functions g, including approximation results for the former.