Aplicación de la wavelet haar para reconstruir la función f(t)=t sobre el intervalo [-3,3] en diferentes grados de resolución


Authors

  • Jimmy Alexander Cortés Osorio
  • Hugo Baldomiro Cano Garzón
  • José Andrés Chaves Osorio

Abstract

En este artículo, se estudian los sistemas Wavelets de primera generación como lo es la Wavelet Haar (la más antigua y simple de todas), con sus respectivas características; definiendo para la Haar, la función escala y la función Wavelet, permitiendo (en este caso particular) el análisis y representación de la función f(t) = t en los diferentes espacios generados (V0,V1, W0, W1), obteniendo resultados que indican que dicha Wavelet es un “BUEN” sistema Wavelet.

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Published

2008-06-30

How to Cite

Cortés Osorio, J. A., Cano Garzón, H. B., & Chaves Osorio, J. A. (2008). Aplicación de la wavelet haar para reconstruir la función f(t)=t sobre el intervalo [-3,3] en diferentes grados de resolución. Scientia Et Technica, 1(38). Retrieved from https://revistas.utp.edu.co/index.php/revistaciencia/article/view/3667

Issue

Vol. 1 No. 38 (2008)

Section

Eléctrica

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