报告题目：Bernoulli Polynomials Collocation Method for Multi-term Fractional Differential Equations
报告人：王林君 教授 江苏大学数学科学学院
报告时间：2021年12月1日 18：30-19：00
报告地点：腾讯会议 会议 ID：187 309 867 会议密码：无
校内联系人：柴世民 chaism@jlu.edu.cn
报告摘要：In this talk, the numerical solutions of multi-term fractional differential equations are studied by Bernoulli polynomials collocation method. By using the operational matrix and collocation method, the equations are simplified to a system of algebraic equations with unknown Bernoulli coefficients. Detailed error analysis is also given. Numerical examples are used to verify the efficiency and accuracy of the approach. According to the numerical results, the proposed method can be used as an alternative to obtaining the numerical solutions of this kind of multi-term fractional differential equations.
报告人简介：王林君，江苏大学数学科学学院教授，2010年博士毕业于吉林大学，2016年至2017年在美国佐治亚理工学院访问。近年来，主要从事分数阶微分方程的数值计算。
