The notion of majorization ordering was introduced by Hardy et al. [34] and is closely connected with the economic theory of disparity indices [2]. It is worth pointing out that previous uses of the majorization partial order in chemistry and a general overview are given in Klein [36]. Indeed, the degree sequence partial order has previously been studied from a chemical perspective in [37,62].
Bianchi, M., Cornaro, A., Palacios, J., Torriero, A. (2014). Localization of graph topological indices via majorization technique. In Dehmer Matthias, Emmert-Streib Frank (a cura di), Quantitative Graph Theory: Mathematical Foundations and Applications (Discrete Mathematics and Its Applications) (pp. 35-80). Boca Raton (FL) : Chapman and Hall/CRC Press [10.1201/b17645].
Localization of graph topological indices via majorization technique
Bianchi, Monica;Cornaro, Alessandra;Torriero, Anna
2014
Abstract
The notion of majorization ordering was introduced by Hardy et al. [34] and is closely connected with the economic theory of disparity indices [2]. It is worth pointing out that previous uses of the majorization partial order in chemistry and a general overview are given in Klein [36]. Indeed, the degree sequence partial order has previously been studied from a chemical perspective in [37,62].
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