Inequalities on the Generalized ABC Index
Date
2021
Type:
Article
item.page.extent
item.page.accessRights
item.contributor.advisor
ORCID:
Journal Title
Journal ISSN
Volume Title
Publisher
item.page.isbn
item.page.issn
item.page.issne
item.page.doiurl
item.page.other
item.page.references
Abstract
In this work, we obtained new results relating the generalized atom-bond connectivity
index with the general Randi´c index. Some of these inequalities for ABCα improved, when α = 1/2, known results on the ABC index. Moreover, in order to obtain our results, we proved a kind of converse Hölder inequality, which is interesting on its own.
Description
item.page.coverage.spatial
item.page.sponsorship
Citation
Bosch, P.; Molina, E.D.; Rodríguez, J.M.; Sigarreta, J.M. Inequalities on the Generalized ABC Index. Mathematics 2021, 9, 1151. https://doi.org/10.3390/math9101151
Keywords
ABC index, General Randić index, Generalized ABC index, Topological indices, Converse Hölder inequality