Results 91 to 100 of about 1,801,571 (229)
In this paper, we present an analysis of overlapping Schwarz method for singularly perturbed third order reaction-diffusion problems. The Schwarz method invokes two fine mesh subdomains and one coarse mesh subdomain.
J. Christy Roja, A. Tamilselvan
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Extensions of the complex Jacobi iteration to simulate photonic wavelength scale components (abstract) [PDF]
We have extended the complex Jacobi iteration to simulate nonlinear optical components. The size of these components is comparable to the used wavelength (µm). In this paper we will give an overview of the technique and several simulation results.
Baets, Roel +2 more
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Correction to: Oscillation of linear third-order impulsive difference equations with variable coefficients [PDF]
A. K. Tripathy, G. N. Chhatria
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Asymptotic Behavior of Solutions of Third-order Non-linear Neutral Difference Equations [PDF]
G. Kokila +4 more
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On Some Solvable Systems of Some Rational Difference Equations of Third Order [PDF]
K. S. Al-Basyouni, E. M. Elsayed
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ABOUT SOME SUPPLEMENTARY POSSIBILITY FOR NUMERICAL SOLUTION OF PARTIAL DIFFERENTIAL EQUATIONS
A substitution of an non-homogeneous term and of a differential operator by the difference of Laplace operators in the direct co-ordinate system and in the turned one in the partial differential equations of first, second and third order is proposed. The
A. B. Chaadaev
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Analysis of API 5C3 failure prediction formulae for casing and tubing [PDF]
Due to the increasing demand for oil and gas, coupled with the fact that oil reserves are becoming rather scarce, the petroleum industry is pushed to drill and complete deeper wells. Threaded connections are often the weakest link in this process and are
De Baets, Patrick +3 more
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Existence of Bounded Positive Solutions for Partial Difference Equations with Delays
This paper deals with solvability of the third-order nonlinear partial difference equation with delays Δn(am,nΔm2(xm,n+bm,nxm-τ0,n-σ0))+f(m,n,xm-τ1,m,n-σ1,n,…,xm-τk,m,n-σk,n)=cm,n, m≥m0, n≥n0.
Zeqing Liu +3 more
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In this paper, a high-order numerical scheme is proposed for solving the two-dimensional fractional reaction–subdiffusion equation. The method is based on adopting a third-order weighted and shifted Grünwald difference (WSGD) operator to approximate the ...
Xiaoyong Xu, Da Xu
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NEW METHODS FOR SOLVING ALGEBRAIC EQUATIONS [PDF]
Iteration methods are very useful in solving nonlinear algebraic equations. The most famous such method is Newton’s method deduced by first order Taylor expansion. In 2003, J. H.
Irina Badralexi, Mircea Cirnu
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