Rodríguez J.M.
21
Coauthors
6
Documentos
Volumen de publicaciones por año
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| Año de publicación | Num. Publicaciones |
|---|---|
| 2020 | 1 |
| 2021 | 2 |
| 2022 | 1 |
| 2023 | 2 |
Publicaciones por áreas de conocimiento
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| Área de conocimiento | Num. Publicaciones |
|---|---|
| Optimización matemática | 10 |
| Modelo matemático | 2 |
| Teoría de grafos | 2 |
| Geometría | 1 |
| Red informática | 1 |
Publicaciones por áreas temáticas
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| Área temática | Num. Publicaciones |
|---|---|
| Álgebra | 3 |
| Principios generales de matemáticas | 3 |
| Ciencias de la computación | 2 |
| Aritmética | 1 |
| Topología | 1 |
| Geometría | 1 |
| Matemáticas | 1 |
| Análisis | 1 |
| Probabilidades y matemática aplicada | 1 |
Principales fuentes de datos
| Origen | Num. Publicaciones |
|---|---|
| Scopus | 6 |
| Google Scholar | 0 |
| RRAAE | 0 |
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Coautores destacados por número de publicaciones
| Coautor | Num. Publicaciones |
|---|---|
| Sigarreta J.M. | 5 |
| Reyes R. | 4 |
| Ricardo Abreu Blaya | 4 |
| Jesús Alejandro Ortega Méndez | 2 |
| Bosch P. | 1 |
| Cruz M.P. | 1 |
| Valdes J.E.N. | 1 |
| Fleitas A. | 1 |
| Tourís E. | 1 |
| Bermudo S. | 1 |
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Top Keywords
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Publicaciones del autor
Geometric and topological properties of the complementary prism networks
ArticleAbstract: The complementary prism of (Formula presented.), denoted by (Formula presented.), is the graph obtaiPalabras claves:complementary prisms, generalized prism network, geodesics, Gromov hyperbolicityAutores:Jesús Alejandro Ortega Méndez, Reyes R., Rodríguez J.M., Sigarreta J.M.Fuentes:scopusInequalities on the generalized atom bond connectivity index
ArticleAbstract: The atom-bond connectivity and the generalized atom-bond connectivity indices have shown to be usefuPalabras claves:Atom-bond connectivity index, Degree-based topological indices, Generalized atom-bond connectivity indexAutores:Reyes R., Ricardo Abreu Blaya, Rodríguez J.M., Sigarreta J.M.Fuentes:scopusRecent results on hyperbolicity on unitary operators on graphs
ReviewAbstract: For a geodesic metric space X and for x1, x2, x3 ∈ X, a geodesic triangle T = {x1, x2, x3} is the unPalabras claves:central graph, geodesics, Gromov hyperbolicity, hyperbolic graph, hyperbolic space, hyperbolicity constantAutores:Jesús Alejandro Ortega Méndez, Reyes R., Rodríguez J.M., Sigarreta J.M.Fuentes:scopusTopological indices and f-polynomials on some graph products
ArticleAbstract: We obtain inequalities involving many topological indices in classical graph products by using the fPalabras claves:Cartesian product, Cartesian sum, First Zagreb index, Forgotten index, Inverse degree index, Lexicographic product, Polynomials in graphs, Sum lordeg indexAutores:Bermudo S., Ricardo Abreu Blaya, Rodríguez J.M., Tourís E.Fuentes:scopusOn Ostrowski Type Inequalities for Generalized Integral Operators
ArticleAbstract: It is well known that mathematical inequalities have played a very important role in solving both thPalabras claves:Autores:Bosch P., Cruz M.P., Ricardo Abreu Blaya, Rodríguez J.M., Sigarreta J.M.Fuentes:scopus