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Riemann and Dirichlet Type Problems for Hyperanalytic Functions in Fractal Domains |
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| Authors: | Juan Bory Reyes Ricardo Abreu Blaya Martín P. Árciga Alejandre Yudier Peña Pérez |
| Affiliation: | 1.SEPI-ESIME-ZAC-Instituto Politécnico Nacional,Ciudad Mexico,Mexico;2.Departamento de Matemática,Universidad de Holguín,Holguín,Cuba;3.Facultad de Matemática,Universidad Autónoma de Guerrero,Chilpancingo,Mexico |
| Abstract: | In this paper we are interested in finding solvability conditions for Riemann and Dirichlet type boundary value problems with generalized Hölder-continuous boundary data in the case of hyperanalytic functions defined in a domain of the complex plane bounded by an h-summable closed curve. |
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