Wael Mahmoud Mohamed Mohamed Ali  <br/><br/>
Analysis of the system of linear algebraic equations arising from the solution of some plane boundry - value problems in a rectangular region when using the boundary fourier expansion method /  
 فحص مجموعة المعادلات الجبرية الخطية الناتجة من حل بعض مسائل الشروط الحدية المستوية فى منطقة مستطيلة الشكل عند استخدام طريقة مفكوك فوريية الحدى 
Wael Mahmoud Mohamed Mohamed Ali ; Supervised N. H. Sweilam , E. K. Rawy 
 - Cairo :   Wael Mahmoud Mohamed Mohamed Ali ,   2010 
 - 107Leaves ;   30cm 
<br/><br/>Thesis (M.Sc.) - Cairo University - Faculty of Science - Department of Mathematics 
<br/><br/> We have investigated four different systems of linear algebraic equations arising from plane singular boundary - value problems for Laplace's equation in rectangular regions with the aim of comparing the efficiency of three methods of solution : the QR - Factorization Method contaminted with noise the Dynamical systems Method and the Variational Regularization Method 
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<br/><br/><label>Subjects--Index Terms: </label>Dyamical systems method (DSM) Singular Laplace's equation for rectangular regions  Treffz's method