An isometric representation problem in quantum multimolecular polyhedra and similarity: (2) synisometry

Collective distances in quantum multimolecular polyhedra (QMP), which can be set as a scalar indices associated to the QMP variance vector, enhance the role of the pair density similarity matrix. This paper describes a simplified efficient algorithm to compute triple, quadruple or higher order densi...

• Huvudupphovsman: Carbo Dorca, R. (author)
• Materialtyp: article
• Publicerad: 2017
• Ämnen: Collective distances; Collective similarity indices; Density functions discrete isometric and Synisometric representation; Quantum molecular similarity; Quantum multimolecular polyhedra; Quantum object sets
• Länkar: http://dspace.utpl.edu.ec/handle/123456789/19003