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Tree forest metrics for Schrödinger operators in networks

Autor
Carmona, A.; Encinas, A.; Gago, S.
Tipus d'activitat
Presentació treball a congrés
Nom de l'edició
Seventh Czech-Slovak International Symposium on Graph Theory, Combinatorics, Algorithms and Applications
Any de l'edició
2013
Data de presentació
2013-07-12
Llibre d'actes
Seventh Czech-Slovak International Symposium on Graph Theory, Combinatorics, Algorithms and Applications. 7th to 13th July 2013, Kosice, Slovakia.
Pàgina inicial
27
Pàgina final
27
URL
http://umv.ics.upjs.sk/csgt13/ Obrir en finestra nova
Resum
Metrics in graphs provide measures of proximity between vertices. The classical short-path distances can be replaced for more general metrics, as the adjusted forest metric introduced by Chebotarev et al. in [2]. Other related distance is the one provided for the resistance distance of a network [3]. The objective of our work is to generalize the adjusted forest metric related to Laplacian operators to the adjusted forest metric related to Schr¨odinger operators, under the functional analysis f...
Grup de recerca
MAPTHE - Anàlisi matricial i Teoria Discreta del Potencial
VARIDIS - Varietats Riemannianes Discretes i Teoria del Potencial

Participants