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The Laplace Adomian Decomposition Method for solving a model for HIV infection of CD4+T cells
In this paper, the Laplace Adomian Decomposition Method is implemented to give an approximate solution of nonlinear ordinary differential equation systems, such as a model for HIV infection of CD4^+TExpand
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A Numerical Comparison for a Discrete HIV Infection of CD4+ T-Cell Model Derived from Nonstandard Numerical Scheme
A nonstandard numerical scheme has been constructed and analyzed for a mathematical model that describes HIV infection of CD4
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Hanta Virüs Modelinden Elde Edilen Fisher-Kolmogorov Denkleminin Lie Simetri Analizi
Bu makalede, kismi diferansiyel denklem kullanilarak modellenen bir epidemik model calisilmistir. Hanta virus modeli de denilen bu modelde tum fare populasyonu Ms ve Mi olarak iki sinifa ayrilmistir.Expand
Lie symmetry analysis of the Hanta-epidemic systems
We consider a model for the fatal Hanta-virus infection among mice. Lie symmetry analysis is applied to find general solutions to Hanta-virus model, which is also known as Abramson-Kenkre model.Expand
Hanta-virüs Modelinden Elde Edilen Lojistik Diferansiyel Denklem
Kesirli mertebeden Hanta-virus modeli olarak alinan lineer olmayan diferansiyel denklem sistemi 〖(_c^)D〗_(0,t)^α X(t)=(b-c)X(t)+bY(t)-(X^2 (t))/K-((1+aK)/K)X(t)Y(t) 〖(_c^)D〗_(0,t)^α Y(t)=-cY(t)-(Y^2Expand
Standart ve Standart Olmayan Theta Metotlarının Bazı Uygulamaları ve Sonuçları
Bu calismada Adi Diferansiyel Denklemlerin numerik cozum metotlarindan biri olan Theta Metodu arastirildi. Mickens’in ortaya koydugu Standart Olmayan Sonlu Fark Metotlarinin bakis acisiyla baziExpand
Numerical Solutions of Fractional Order Autocatalytic Chemical Reaction Model
The main concerns of this paper is the study and the development of numerical methods for solving fractional order autocatalytic chemical reaction model problem. This is a nonlinear fractional orderExpand