Mostrando 5 resultados de: 5
Boundary value problems for hyperholomorphic solutions of two dimensional Helmholtz equation in a fractal domain
ArticleAbstract: A theory of quaternion-valued functions, called hyperholomorphic, of two real variables has long beePalabras claves:Boundary value problems, fractal geometry, Helmholtz equations, Quaternionic analysisAutores:Reyes J.B., Ricardo Abreu Blaya, Rodríguez–Dagnino R.M.Fuentes:scopusBoundary value problems for the Cimmino system via quaternionic analysis
ArticleAbstract: In this paper, we study a class of boundary value problems for a first order linear partial differenPalabras claves:Boundary value problems, Cimmino system, Quaternionic analysisAutores:Guzmán Adán A., Reyes J.B., Ricardo Abreu Blaya, Schneider B.Fuentes:scopusBoundary value problems with higher order Lipschitz boundary data for polymonogenic functions in fractal domains
ArticleAbstract: In this note we consider certain jump problem for poly-monogenic functions in fractal domains with hPalabras claves:Boundary value problems, Clifford analysis, fractal geometryAutores:Ávila-Ávila R., Reyes J.B., Ricardo Abreu BlayaFuentes:scopusAnalytic Riemann boundary value problem on h-summable closed curves
ArticleAbstract: The aim of this work is to further extend the notion of d-summability due to Harrison and Norton inPalabras claves:Analytic functions, Fractal dimensions, Riemann boundary value problemAutores:García T.M., Pérez Y.P., Reyes J.B., Ricardo Abreu BlayaFuentes:scopusA note on the Bochner-Martinelli integral
ArticleAbstract: Let Ω be a simply connected bounded domain in C2 with boundary an Ahlfors David regular surface Γ anPalabras claves:Ahlfors David regular surfaces, Bochner-Martinelli integral, Quaternionic analysisAutores:Reyes J.B., Ricardo Abreu BlayaFuentes:scopus