Hugo M. Campos
YACHAYTECH
13
Coauthors
9
Documentos
6
H-index Scopus
6
I10-index Google
6
H-index Google
Volumen de publicaciones por año
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Año de publicación | Num. Publicaciones |
---|---|
2010 | 1 |
2011 | 1 |
2012 | 3 |
2013 | 1 |
2015 | 1 |
2017 | 1 |
2020 | 1 |
Publicaciones por áreas de conocimiento
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Área de conocimiento | Num. Publicaciones |
---|---|
Optimización matemática | 12 |
Modelo matemático | 6 |
Mecánica cuántica | 4 |
Matemáticas aplicadas | 1 |
Análisis numérico | 1 |
Publicaciones por áreas temáticas
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Área temática | Num. Publicaciones |
---|---|
Análisis | 7 |
Física | 4 |
Álgebra | 2 |
Matemáticas | 2 |
Principales fuentes de datos
Origen | Num. Publicaciones |
---|---|
Scopus | 9 |
Google Scholar | 8 |
RRAAE | 0 |
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Coautores destacados por número de publicaciones
Coautor | Num. Publicaciones |
---|---|
Kravchenko V.V. | 7 |
Perez R. | 2 |
Méndez L. | 1 |
Blancarte H. | 1 |
Khmelnytskaya K.V. | 1 |
Torba S.M. | 1 |
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Top Keywords
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Publicaciones del autor
Standard transmutation operators for the one dimensional Schrödinger operator with a locally integrable potential
ArticleAbstract: We study a special class of operators T satisfying the transmutation relation ([formula presented]−qPalabras claves:Goursat problem, Schrödinger operator, spectral parameter power series, Transformation operator, Transmutation, weak solutionAutores:Hugo M. CamposFuentes:googlescopusA finite-sum representation for solutions for the Jacobi operator
ArticleAbstract: We obtain a finite-sum representation for the general solution of the equation, in terms of a non-vaPalabras claves:Difference equation, Jacobi operator, spectral parameter power seriesAutores:Hugo M. Campos, Kravchenko V.V.Fuentes:googlescopusFundamentals of Bicomplex Pseudoanalytic Function Theory: Cauchy Integral Formulas, Negative Formal Powers and Schrödinger Equations with Complex Coefficients
ArticleAbstract: The study of the Dirac system and second-order elliptic equations with complex-valued coefficients oPalabras claves:Bicomplex number, Cauchy integral formula, Formal power, pseudoanalytic function, Schrödinger equation, Vekua equationAutores:Hugo M. Campos, Kravchenko V.V.Fuentes:googlescopusThe Bergman kernel for the Vekua equation
Conference ObjectAbstract: The paper extends some well-known results for analytic functions onto solutions of the Vekua equatioPalabras claves:Bergman kernel, generalizations of Bers or Vekua type, generalized analytic functions, pseudoanalytic functions, Vekua equationAutores:Hugo M. Campos, Kravchenko V.V.Fuentes:scopusComplete Families of Solutions for the Dirac Equation Using Bicomplex Function Theory and Transmutations
ArticleAbstract: The Dirac equation with a scalar and an electromagnetic potential is considered. In the time-harmoniPalabras claves:Bicomplex number, Dirac equation, pseudoanalytic functions, Runge theorem, Transformation operator, Transmutation, Vekua equationAutores:Hugo M. Campos, Kravchenko V.V., Méndez L.Fuentes:googlescopus