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总览 评价 吴树荣 * , 张国凤 , 丁恒飞 ( 兰州大学数学与统计学院; ) 摘要: 利用Chebyshev多项式及Taylor多项式组合的方法,提出了一种求解高阶变系数时滞微分系统的新型数值算法.数值例子验证了它的有效性. 关键词: Chebyshev多项式;Taylor多项式;C
吴树荣*, 张国凤, 丁恒飞
(
兰州大学数学与统计学院; )
摘要:
利用Chebyshev多项式及Taylor多项式组合的方法,
提出了一种求解高阶变系数时滞微分系统的新型数值算法.
数值例子验证了它的有效性.
关键词:
Chebyshev多项式;Taylor多项式;Chebyshev配置方法;时滞微分系统
Wu Shu-rong*, Zhang Guo-feng, Ding Heng-fei
(
School of Mathematics and statistics, Lanzhou University; )
Abstract:
n this paper, we developed a new method for solving high-order
linear delay Fredholm-Volterra integro-differential equations with variable coefficients
under the mixed conditions using Chebyshev and Taylor polynomials. The solution is obtained in terms of Chebyshev polynomials on the interval [-1, 1]. In addition, examples are presented to illustrate the pertinent features of the method and the results are discussed.
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