يسّر قسم الرياضيات والإحصاء أن يعلن عن إقامة ســــــــمينار بعـــــــنوان

Spectral collocation methods for solving time-dependent partial differential equations

يقدمــــــه سعادة الدكتور/ محمد عبدالقوي عبدالحليم محمد ​- الأستاذ المساعد في قسم الرياضيات والإحصاء - وذلك يــــوم الاثنين 28-11-2016م الســـاعة 11 صـــباحاً في قاعة رقم (B 078-2) بمبنى كلية العلـــوم، والدعوة عامة.​

Abstract:

This seminar reports spectral collocation method to solve numerically different types of partial differential equations (PDEs) subject to various kinds of non-local conditions. The spectral collocation method is a specific type  of spectral methods, that  is more applicable and widely used to solve almost types of differential equations. 

Spectral methods are often efficient and highly accurate schemes when compared with local methods. The speed of convergence is one of the great advantages of spectral methods.

Besides,   spectral methods have exponential rates of convergence; they also have high level of accuracy.