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Material Detail

Funciones de Cellerier y Hankel

Funciones de Cellerier y Hankel

El laboratorio virtual permite dibujar las sumas parciales de las funciones de Cellerier f(x)=sum_{k=1}^inf 1/a^k*sen(a^k*x) o la de Hankel f(x)=sum_{k=1}^inf phi(sin(k*pi*x))/k^a donde phi(x)=x*sen(1/x) si x es distinto de 0 y phi(x)=0 si x=0. Ambas son funciones matemáticas famosas.
Keyword:
Función especial, fractal
Disciplines:
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More about this material

Material Type:
Simulation
Date Added to MERLOT:
December 1, 2019
Date Modified in MERLOT:
December 1, 2019
Author:
Submitter:
RIUNET Universitat Politècnica de València
Primary Audience:
High School, College General Ed, College Lower Division, College Upper Division, Graduate School
Technical Format:
Flash, Java Applet, Website
Mobile Compatibility:
Blackberry, iOS (Apple), Windows Mobile, Android
Language:
Spanish
Cost Involved:
No
Source Code Available:
No
Creative Commons:
No

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