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Lie Symmetry and IRBFN methods for solving Di erential Equations

Author name: Khairy Salman Hassan
Supervisor name: Mayada Gassab Mohammed
General topic: Mathematics
Specific topic: Mathematics
Degree: Master
Language: English
University location: Dhi Qar
First pages:

Comparison Between Single and Double Stage Shrinkage Estimation of Burr XII Distribution

Author name: Qusay Abdulraheem Kassid Al-Abadi
Supervisor name: Alaa Khleef Al-Bahadli | Hasan Ali Naser
General topic: Mathematics
Specific topic: Mathematics
Degree: Master
Language: English
University location: Dhi Qar
First pages:

تفرع الحل في المعادلة التفاضلية الاعتيادية ذات الاضطراب المنفرد والمعادلة التفاضلية الجبرية باستخدام طريقة ليابانوف شمدت - للاختزال == Bifurcation of Solution in Singularly Perturbed Ordinary Differential Equation and Differential - Algebraic Equation by Liapunov Schmidt Reduction.

Author name: احمد حميد كامل الكناني
Supervisor name: كمال حامد ياسر الموسوي
General topic: Mathematics
Specific topic: Mathematics
Degree: Master
Language: English
University location: Dhi Qar
First pages:

حول الحلقة HX الواهنة الضبابية والحلقة HX الواهنة الحدسية الضبابية == On Fuzzy Soft HX Ring and Intuitionistic Fuzzy Soft HX Ring

Author name: ولاء حسن عاشور
Supervisor name: محمد جاسم محمد ال مسافر | ربيع هادي جاري
General topic: Mathematics
Specific topic: Mathematics
Degree: Master
Language: English
University location: Dhi Qar
First pages:

حول نظرية النقطة الصامدة في الفضاء المتري الواهن والفضاء المتري الضبابي الواهن == On Fixed Point Theory in Soft Metric Space and Fuzzy soft Metric Space

Author name: دعاء ارحيم جلاب
Supervisor name: محمد جاسم محمد
General topic: Mathematics
Specific topic: Mathematics
Degree: Master
Language: English
University location: Dhi Qar
First pages:

تحسين دقة التقارب في تقريب العناصر المحدودة لمعادلات بيضاوي الشكل باستخدام اساليب الاسقاط

Author name: هدى كريم ناصر
Supervisor name: ربيع هادي جاري
General topic: Mathematics
Specific topic: Mathematics
Degree: Master
Language: English
University location: Dhi Qar
First pages:
Abstract: The superconvergence of finite element solutions is surely an interesting and useful phenomenon in scientific computing of real world problems. The main objective of this thesis of is to construct a new approximation by post - processing an existing finite element solution so that the new approximation is closer to the exact solution than the existing finite element solution. The accuracy of finite element approximation can be improved to obtain superconvergence by applying some post process techniques to them. The - projection method is a such technique. The idea of the method is to make an - projection of existing finite element solutions to another finite element space associated with a coarse mesh. The advantage of this method is that it is easy to implement and can be applied to different elements with general meshes. We will apply the - projection method to obtain the super convergence for the different finite element approximations of the second order elliptic problem. The finite element methods involved are the conforming finite element method and the nonconforming finite method for the second order elliptic problem.