چکیده مقاله
This paper presents the generalized multi term fractional variable order dif ferential equations In this artticle, a novel shifted Jacobi operational matrix techniqueis introdused for solving a class of these equations via reducing the main problem to an algebric system of equations that can be solved numerically The suggested techniqueis successfully developed for the aforementioned problem Comprehensive numerical ex priments are presented to demonstrate the e ciency, generality, accuracy of proposed scheme and the exibility of this method Comparing the results of the current method NSJOM with the exact solution, indicating the e ciency and validity of this method Note that the procedure is easy to implement and this technique will be considered as a generalization of many numerical schemes
کلیدواژهها
نویسندگان
Hamid Reza Khodabandelo
Department of Mathematics, Faculty of Science, Imam Khomeini International University,Qazvin, Iran
Elyas Shivanian
Department of Mathematics, Faculty of Science, Imam Khomeini International University,Qazvin, Iran
شیوه ارجاع
Khodabandelo, Hamid Reza and Shivanian, Elyas,1401,A novel shifted Jacobi operational matrix method for solving linear multi-term fractional variable-order di erential equations,10th National Conference on Mathematics, Payame Noor University,Shiraz
ارائهشده در
مجموعه مقالات دهمین همایش ملی ریاضی دانشگاه پیام نور28 اردیبهشت 1401 · شیراز