FOURIER SERIES OF HIGHER-ORDER GENOCCHI FUNCTIONS AND THEIR APPLICATIONS

TAEKYUN KIM; DAE SAN KIM; LEE CHAE JANG; DMITRY V. DOLGY

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FOURIER SERIES OF HIGHER-ORDER GENOCCHI FUNCTIONS AND THEIR APPLICATIONS

机译：傅立叶系列高阶Genocchi功能及其应用

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摘要

In this paper, we derive some identities for higher-order Genocchi functions arising from Fourier series for them . In addition, we give some application of these identities related to Bernoulli function.

机译：在本文中，我们从傅立叶系列为他们产生的高阶GenoCchi函数获得了一些身份。此外，我们还提供了与Bernoulli函数相关的这些身份的应用。

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来源
《Journal of computational analysis and applications》 |2018年第1期|共1页
作者
TAEKYUN KIM; DAE SAN KIM; LEE CHAE JANG; DMITRY V. DOLGY;
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作者单位

Department of Mathematics Kwangwoon University Seoul 139-701 Republic of Korea;

Department of Mathematics Sogang University Seoul 121-742 Republic of Korea;

Graduate School of Education Kon-Kuk University Seoul 143-701 republic of Korea;

Hanrimwon Kwangwoon University Seoul 139-701 Republic of Korea Institute of Mathematics and Computer Science Far Eastern State University 690950 Vladivostok Russia;

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原文格式 PDF
正文语种 eng
中图分类应用数学;
关键词
Fourier series; Genocchi polynomials; Genocchi functions;

机译：傅里叶系列;Genocchi多项式;Genocchi功能;

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专利

1. FOURIER SERIES OF HIGHER-ORDER GENOCCHI FUNCTIONS AND THEIR APPLICATIONS [J] . TAEKYUN KIM, DAE SAN KIM, LEE CHAE JANG, Journal of computational analysis and applications . 2018,第1期

机译：傅立叶系列高阶Genocchi功能及其应用
2. FOURIER SERIES OF SUMS OF PRODUCTS OF POLY-BERNOULLI AND GENOCCHI FUNCTIONS AND THEIR APPLICATIONS [J] . TAEKYUN KIM, DAE SAN KIM, LEE CHAE JANG, Journal of computational analysis and applications . 2018,第5期

机译：傅立叶系列多伯尔诺利和Genocchi功能及其应用
3. FOURIER SERIES OF SUMS OF PRODUCTS OF EULER AND GENOCCHI FUNCTIONS AND THEIR APPLICATIONS [J] . TAEKYUN KIM, DAE SAN KIM, DMITRY V. DOLGY, Journal of computational analysis and applications . 2018,第6期

机译：傅立叶系列欧拉和Genocchi功能及其应用
4. 2-D blind deconvolution using Fourier series-based model and higher-order statistics with application to texture synthesis [C] . Chi, C.-Y., Hsi, . 1998

机译：使用基于傅立叶级数的模型和高阶统计量的二维盲反卷积及其在纹理合成中的应用
5. FUNCTIONS OF GENERALIZED BOUNDED VARIATION AND FOURIER SERIES. [D] . ISAZA, PEDRO. 1986

机译：广义有界变化和傅里叶级数的函数。
6. Fourier series of higher-order Bernoulli functions and their applications [O] . Taekyun Kim, Dae San Kim, Seog-Hoon Rim, -1

机译：高阶伯努利函数的傅立叶级数及其应用
7. Fourier series of higher-order Bernoulli functions and their applications [O] . Taekyun Kim, Dae San Kim, Seog-Hoon Rim, 2017

机译：高阶伯努利函数的傅立叶级数及其应用

FOURIER SERIES OF HIGHER-ORDER GENOCCHI FUNCTIONS AND THEIR APPLICATIONS

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