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Análogos Periódicos Del Polinomio De Interpolación De Hermite

Author

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  • Gerardo Soler Leyva

Abstract

En el artículo de T.N. Radchenko y V.S. Rogozhin [6], se utiliza un esquema sintético de solución del caso excepcional del problema de contorno de Riemann para las funciones analíticas, donde al transformar la condición de contorno original, interviene el polinomio de interpolación de Hermite. Es por eso que una de las cuestiones fundamentales en el estudio del caso excepcional del problema de contorno de Riemann para diferentes clases funcionales, lo constituye la construcción de análogos del polinomio de interpolación de Hermite que pertenezcan a las clases funcionales a las que pertenecerán las soluciones del problema que se estudia.

Suggested Citation

  • Gerardo Soler Leyva, 2013. "Análogos Periódicos Del Polinomio De Interpolación De Hermite," Tlatemoani, Servicios Académicos Intercontinentales SL, issue 13, August.
    • Handle: RePEc:erv:tlatem:y:2013:i:13:12
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