Communications on quantum similarity (4): Collective distances computed by means of similarity matrices, as generators of intrinsic ordering among quantum multimolecular polyhedra

This study generalizes the notion of distance via defining an axiomatic collective distance, between arbitrary vector sets. A first part discusses conceptual tools, which can be later useful for general mathematical practice or as computational quantum similarity indices. After preliminary definitio...

• 主要作者: Barragan Guerrero, D. (author)
• 其他作者: Carbo Dorca, R. (author)
• 格式: article
• 出版: 2017
• 主题: Geometry; Linear algebra; Matrix algebra; Quantum theory; Vectors Application examples; Arbitrary sets; Arbitrary vectors; Molecular contribution; Notion of distance; Quantitative structures; Quantum mechanical; Quantum similarity
• 在线阅读: http://10.1002/wcms.1223; http://dspace.utpl.edu.ec/handle/123456789/18981