Ordinary differential equations (ODEs)
Modified Weibull Distribution: Ordinary Differential Equations
... Ordinary differential equations (ODEs) has been obtained for the probability density function (PDF), Quantile function (QF), survival function (SF), inverse survival function (ISF), hazard function ...
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Stochastic ordinary differential equations in applied and computational mathematics
... deterministic ordinary differential equations (ODEs) and their numerical approx- imation, but only require a minimal level of familiarity with probability theory (including basic concepts such as ...
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Laplace Distribution: Ordinary Differential Equations
... Ordinary differential equations (ODEs) have been obtained for the probability functions of Laplace ...This differential calculus and efficient algebraic simplifications were used to derive the ...
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Solving Ordinary Differential Equations with Evolutionary Algorithms
... centuries, Differential Equations (DEs) have been an important concept in many branches of ...Many Ordinary Differential Equations (ODEs) have been solved analytically to obtain ...
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Numerical Solution of Linear Ordinary Differential Equations of Higher Order by Differential Transformation Method
... The differential transformation technique is one of the numerical methods for ordinary differential ...of differential equations in the form of a ...order equations. The ...
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Numerical Solution of First Order Ordinary Differential Equations
... An ordinary differential equation is formed in an attempt to eliminate certain arbitrary constant from a relation in the variables and ...for ordinary differential ...fractional ...
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A. System of linear ordinary differential equations of first
... linear ordinary differential equations with boundary ...these equations permits to relate both ends in the domain where boundary conditions are ...
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Numerical Solution of First Order Ordinary Differential Equations
... An ordinary differential equation is formed in an attempt to eliminate certain arbitrary constant from a relation in the variables and ...for ordinary differential ...fractional ...
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Solving ordinary differential equations by thedormand prince method
... general, differential equations in mathematics can be defined as an equation that comprises of one or more functions and its ...Meanwhile ordinary differential equation in mathematics is ...
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Notes on a Family of Inhomogeneous Linear Ordinary Differential Equations
... linear ordinary differential equations studied in ...Lim, Differential equations for Daehee polynomials and their applications, ...
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Application to Differential Transformation Method for Solving Eight Order Ordinary Differential Equations
... Zhou's differential transform method (ZDTM) is approximate method which construct analytical solution in the firm of polynomial which can be easily applied o many linear and non linear problems by reducing lot of ...
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About reducing integro differential equations with infinite limits of integration to systems of ordinary differential equations
... of ordinary differential ...such equations in, for example, models of tumor- immune system interaction [], hematopoiesis [], stability and persistence in plankton models [] which will be considered ...
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Simplifying Two Families of Nonlinear Ordinary Differential Equations
... the differential equations (1) and (3) to (6) and (8), the idea comes from the papers [2, 7, 8, 9, 10, 11, 12, 13, 14] and the closely related references ...
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On Stable Reconstruction of the Impact in the System of Ordinary Differential Equations
... The Upper Estimation, the Asymptotic Order of Accuracy It is known that there exist constant K20 > 0 such that the lower estimation of accuracy Dh in C[a,b] is of the form v1 h.. In view[r] ...
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On Nonclassical Impulsive Ordinary Differential Equations with Nonlocal Conditions
... of differential equations were extensively discussed in the literature by using various methods (See [1, 2, 3-14] and the references ...stochastic differential equations (IQSDE) with initial ...
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k component disconjugacy for systems of ordinary differential equations
... System of differential equations, variational equation, k-component disconJugacy right dlsfocallty, continuity and dlfferentlabillty with.. KEY WORDS AND PHRASES..[r] ...
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A Survey on Oscillation of Impulsive Ordinary Differential Equations
... This paper summarizes a series of results on the oscillation of impulsive ordinary differential equations. We consider linear, half-linear, super-half-linear, and nonlinear equations. Several ...
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Mean periodic functions and ordinary differential equations
... For E E = if the ¢R, the space of all complex-valued continuous functions defined on the real line and equipped with the topology of convergence uniform on all compact subsets of R, Schw[r] ...
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An Approach to Parallel Simulation of Ordinary Differential Equations
... Cyber-physical systems (CPS) represent a class of complex engineered systems where functionali- ty and behavior emerge through the interaction between the computational and physical domains. Simulation provides design ...
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Some problems in irregular ordinary differential equations
... prove that if there exists a regular Lagrangian flow solution of 1.1 then there is a vector field equivalent to 9 such that the ordinary differential equation ~ = 9 ~, t has non-unique s[r] ...
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