Efficient algorithms for Hirshfeld-I charges.

Abstract

A new viewpoint on iterative Hirshfeld charges is presented, whereby the atomic populations obtained from such a scheme are interpreted as such populations which reproduce themselves. This viewpoint yields a self-consistent requirement for the Hirshfeld-I populations rather than being understood as the result of an iterative procedure. Based on this self-consistent requirement, much faster algorithms for Hirshfeld-I charges have been developed. In addition, new atomic reference densities for the Hirshfeld-I procedure are presented. The proposed reference densities are N-representable, display proper atomic shell structure and can be computed for any charged species.

Evelio Francisco Miguélez

Associate Professor

Associate Professor of Physical Chemistry at the University of Oviedo. Expert in the development and application of quantum chemical topology methods, IQA analysis, and electron correlation descriptors.