狄拉克delta导数在1-x2处的卷积积

IF 0.2 Q4 ENGINEERING, MULTIDISCIPLINARY

Nexo Revista Cientifica Pub Date : 2010-09-03 DOI:10.5377/NEXO.V22I2.45

Marta García, M. A. Aguirre

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引用次数: 0

摘要

本文给出了δ (k-1) (1- x2) * δ (l-1) (1- x2)的分布卷积积的一个意义。作为一个特例，我们得到了δ (1- x2) * δ (1- x2)的卷积积公式(C.f.公式(38))。关键词:卷积;产品。DOI: 10.5377/ Nexo .v22i2.45 Nexo Revista scientiica Vol. 22, No. 02, pp.66-71/ dicie 2009

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El producto de convolución de la derivada de la delta de Dirac en 1-x2

In this paper we give a sense to distribution convolution product of δ (k-1) (1- x 2 )∗δ (l-1) (1- x 2 ). As a particular case we obtain a formula to convolution product of δ (1- x 2 )∗δ (1- x 2 ) (C.f. formula (38)). Keywords: Convolution; Product. DOI: 10.5377/nexo.v22i2.45 Nexo Revista Cientifica Vol. 22, No. 02, pp.66-71/Diciembre 2009

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来源期刊

Nexo Revista Cientifica ENGINEERING, MULTIDISCIPLINARY-

自引率

0.00%

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审稿时长

30 weeks