CAUCHY EULER DENKLEMI PDF

Skip to search form Skip to main content You are currently offline. Some features of the site may not work correctly. DOI: Bu calismada, klasik analizden degisken katsayili lineer diferansiyel denklemlerin ozel bir hali olan Cauchy-Euler diferansiyel denklemi ve Legendre diferansiyel denkleminin ozellikleri baz alinarak; Carpimsal analizde degisken uslu carpimsal lineer diferansiyel denklemlerin ozel bir hali olan carpimsal Cauchy-Euler diferansiyel denklemi ve carpimsal Legendre diferansiyel denkleminin tanimi verilmis ve cozumleri incelenmistir. Ayrica carpimsal mertebe dusurme metodu verilmistir.

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Skip to search form Skip to main content You are currently offline. Some features of the site may not work correctly. DOI: Bu calismada, klasik analizden degisken katsayili lineer diferansiyel denklemlerin ozel bir hali olan Cauchy-Euler diferansiyel denklemi ve Legendre diferansiyel denkleminin ozellikleri baz alinarak; Carpimsal analizde degisken uslu carpimsal lineer diferansiyel denklemlerin ozel bir hali olan carpimsal Cauchy-Euler diferansiyel denklemi ve carpimsal Legendre diferansiyel denkleminin tanimi verilmis ve cozumleri incelenmistir.

Ayrica carpimsal mertebe dusurme metodu verilmistir. View PDF. Save to Library. Create Alert. Launch Research Feed. Share This Paper. References Publications referenced by this paper.

An overview on the non-newtonian calculus and its potential applications to economics Diana Filip , Cyrille Piatecki Mathematics On modeling with multiplicative differential equations Agamirza E. Multiplicative finite diference methods. Stanley Quarterly of Applied Mathematics Multiplicative calculus and its applications Agamirza E. Multiplicative Runge - Kutta method. Bashirov , E. A multiplicative calculus Dick Stanley Mathematics Multiplicative calculus and student projects Duff Campbell Mathematics Related Papers.

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GARTNER SIEM MAGIC QUADRANT 2014 PDF

Çarpımsal Cauchy-Euler ve Legendre Diferansiyel Denklemi

Course Title. Introduction to Differential Equations. Content: Classification of differential equations and their solutions, Initial value problems and boundary value problems, formation of differential equations. Separable differential equations, exact differential equations, homogeneous differential equations, differential equations with linear coefficients, linear differential equations, Bernoulli differential equations, Riccati differential equations, Equations reducible to exact differential equations. Basic theory of higher order differential equations, Reduction of order, Homogeneous differential equations with constant coefficients, Nonhomogeneous differential equations with constant coefficients and their solution methods: method of variation of parameters, method of undetermined coefficients, Cauchy-Euler differential equations. Recommended Sources: Textbook:.

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