Hernández J.E.H.
44
Coauthors
21
Documentos
Volumen de publicaciones por año
Año de publicación | Num. Publicaciones |
---|---|
2016 | 1 |
2017 | 5 |
2018 | 3 |
2019 | 3 |
2020 | 7 |
2022 | 2 |
Publicaciones por áreas de conocimiento
Área de conocimiento | Num. Publicaciones |
---|---|
Optimización matemática | 34 |
Proceso estocástico | 3 |
Publicaciones por áreas temáticas
Área temática | Num. Publicaciones |
---|---|
Análisis | 9 |
Probabilidades y matemática aplicada | 7 |
Álgebra | 7 |
Principios generales de matemáticas | 4 |
Matemáticas | 3 |
Economía | 1 |
Aritmética | 1 |
Artes | 1 |
Principales fuentes de datos
Origen | Num. Publicaciones |
---|---|
Scopus | 21 |
Google Scholar | 19 |
RRAAE | 0 |
Coautores destacados por número de publicaciones
Coautor | Num. Publicaciones |
---|---|
Miguel Vivas-Cortez | 21 |
Kashuri A. | 11 |
Liko R. | 5 |
García C. | 2 |
Merentes N. | 1 |
Hamed Y.S. | 1 |
Mohammed P.O. | 1 |
Macías-Díaz J.E. | 1 |
Azócar L. | 1 |
Top Keywords
Publicaciones del autor
On (h<inf>1</inf>,h<inf>2</inf>,m)-GA-convex stochastic processes
ArticleAbstract: In this paper we propose the (h1;h2;m)-GA-Convexity for stochastic processes and give some new generPalabras claves:(h ,h )-convexity 1 2, GA-convexity, Hermite-hadamard inequality, Jensen inequality, Stochastic processesAutores:Hernández J.E.H., Miguel Vivas-CortezFuentes:scopusOn (m, h<inf>1</inf>,h<inf>2</inf>)-Convex stochastic processes using fractional integral operator
ArticleAbstract: We consider and study a new class of convex stochastic processes, called (m, h1,h2)-convex stochastiPalabras claves:(m, h ,h )-convex stochastic processes 1 2, Ostrowski inequalityAutores:Hernández J.E.H., Miguel Vivas-CortezFuentes:scopusOn a Hardy's inequality for a fractional integral operator
ArticleAbstract: In the present work we find inequalities that generalize some results found by Iqbal in [4, 5] regarPalabras claves:Fractional integral operator, Hardy's inequalityAutores:Hernández J.E.H., Miguel Vivas-CortezFuentes:googlescopusOn relative m-semi logarithmically convexity functions
ArticleAbstract: We consider and study a new class of convex functions that are called relative m-semilogarithmic conPalabras claves:Hermite-Hadamard inequalities, Relative m-semilogarithmic convex functionsAutores:Hernández J.E.H., Miguel Vivas-CortezFuentes:googlescopusOn some new generalized Hermite-Hadamard-Fejér inequalities for product of two operator h- convex functions.
ArticleAbstract: In the present paper we introduce the notion of operator h-convex function . Also, we obtain new JenPalabras claves:Hermite-Hadamard-Fejér inequalities, Operator convex functions, Operator h- convex functions, Self-adjoint operatorsAutores:Hernández J.E.H., Miguel Vivas-CortezFuentes:googlescopus