'Differential Equations with Piecewise Constant Arguments' – Grafiati
Piecewise Forcing Functions on Differential Equations - YouTube
Piecewise Forcing Functions on Differential Equations main purpose is to obtain final solution that is continuous.
Journal articles: 'Nonlinear differential equations. eng' - Grafiati
The need for this type of extension of the classical existence and uniqueness results comes from the desire to provide a probabilistic ...
Journal articles: 'Linear Stochastic Differential Equations' – Grafiati
We prove the monotonicity inequality for differential operators A and L that occur as coefficients in linear stochastic partial differential ...
Journal articles: 'Piecewise smooth vector field' - Grafiati
We study a class of planar continuous piecewise linear vector fields with three zones. Using the Poincaré map and some techniques for proving ...
(R1888) On the Mackey-Glass Model with a Piecewise Constant ...
Mathematically, differential equations with piecewise constant arguments are described as hybrid dynamical systems, and hence, this type of equation shows the ...
Bibliographies: 'Greatest integer function' - Grafiati
"Existence of Almost Periodic Solutions to th-Order Neutral Differential Equations with Piecewise Constant Arguments." Abstract and Applied ...
Journal articles: 'Functional analysis ; Functions ; Continuous' - Grafiati
The paper discusses the asymptotic behaviour of all solutions of the differential equationy˙(t)=−a(t)y(t)+∑i=1nbi(t)y(τi(t))+f(t),t∈I=[t0,∞), ...
Bibliographies: 'Piecewise smooth system' - Grafiati
... piecewise-smooth system of nonautonomous differential equations. A ... The linear system has four parameters. When the parameters vary ...
Bibliographies: 'Finite difference approximations' - Grafiati
... differential equations. The goal of this work is ... As model problem, we consider the heat equation with piecewise constant coefficients.
Journal articles: 'The Degasperis-Procesi equation' – Grafiati
The proof of the total variation stability of the schemes for the piecewise constant P0 case is also given. The numerical simulation results ...
Bibliographies: 'Functions, Orthogonal. Differential equations, Linear'
A method for Approximated evaluation of linear functional differential equations is described. where a function approximation as a linear ...
Bibliographies: 'Integro-differential equations. Nonlinear integral ...
The paper examines a system of nonlinear integro-differential equations with three-point and nonlinear integral boundary conditions. The ...
Bibliographies: 'Mesh Partial Differential Equation' - Grafiati
The solution can be expressed in polynomial form. The effort is same for linear and nonlinear partial differential equations. The procedure is ...
Dissertations / Theses: 'Nonlinear theories' - Grafiati
We further show that the generalised solutions of nonlinear partial differential equations ob- tained through the order completion method corresponds to a chain ...
Page 11492: Relevant bibliographies by topics - Grafiati
... Differential equations with state-dependent piecewise constant argument The method of small parameter Asymptotic stabi Differential equations with piecewise ...
Bibliographies: 'Differential inequality' - Grafiati
In this thesis, we study the existence of stationary solutions for two cases. One is for random difference equations. For this, we prove the ...
Bibliographies: 'Piecewise absorption' - Grafiati
... piecewise-constant potential energy functions. Such resonance ... differential equations. A numerical integration method for the ...
Journal articles: 'Volterra integro-differential equations' - Grafiati
In this paper, we use the variational iteration method (VIM) to construct approximate solutions for the general [Formula: see text]th-order ...
Journal articles: 'Elliptic equations {Partial differential ... - Grafiati
... differential equations with constant coefficients." Rendiconti del ... parameter to fractional order differential equations with Riemann – ...
Bibliographies: 'Non-linear differential systems' - Grafiati
The proposed method allows us to construct a system of ordinary differential equations to localize the spectrum of perturbed system which guarantees the ...