[PDF] Top 20 A Solution of Kepler’s Equation
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A Solution of Kepler’s Equation
... [2], Equation (11) and [3], Equations ...ple solution E = M e (cf., Equation (2a)), so that we will regard ε > 0 hereafter in the present ... See full document
17
Functional differential equations with infinite delay in Banach spaces
... differential equation with infinite delay in a Banach space and the exponential stability of the solution semigroup of the corresponding linear equation, and found that the exponential s[r] ... See full document
12
On numerical solution of the Gardner Ostrovsky equation
... numerical solution of ...the solution of KdV equation has been published in the book by Berezin ...the solution of the Ostrovsky [4,6–8,10,23] and GO equations ...the solution of the GO ... See full document
18
Multigrid Solution of the Debye-Hückel Equation
... This thesis covered the main components of multigrid methods, and devised a new inter- polation method to handle coefficients with sharp changes in the gradient of the dielectric coefficient and the Debye parameter of ... See full document
114
On the solving of matrix equation of Sylvester type
... Thus, the given estimates of the accuracy of the obtained solution of equation (1.1) show the effectiveness of using the LMI procedures in this problems. However, to solve the second problem considered in ... See full document
9
Numerical solution of the advective-diffusion equation
... Boris and Book (1973) describe a two-stage technique which is conservative, monotone preserving and enforces the non-negative property of the profile, called Flux corrected transport. The first stage involves using a ... See full document
229
Solution of Laplace’s Differential Equation and Fractional Differential Equation of That Type
... In [10], it was shown that there exist P-solutions ex- pressed by a polynomial for inhomogeneous Hermite’s DE, et al. We can obtain the corresponding result for Laplace’s DE. We discuss this problem in Appendix A, and ... See full document
11
On the numerical solution of a functional differential equation pertaining to a wave equation
... The method used to solve the problem converts the problem to a functional differential equation which is then solved by the Trapezoidal rule and a global extrapolation technique based on[r] ... See full document
19
Multiplicity of solutions of perturbed Schrödinger equation with electromagnetic fields and critical nonlinearity in RN
... By using the linking theorem twice to the corresponding functional, they established the existence results. Chabrowski and Szulkin [] considered problem (.) under assump- tion that V (x) changes sign; by using a ... See full document
14
STUDY OF NAVIER – STOKES EQUATION SOLUTION I. THE GENERAL SOLUTION OF NONLINEAR ORDINARY DIFFERENTIAL EQUATION
... at t → ∞ and hence H l (t, t 0 ) → ∞, l = 1, ..., N as integral of constant. Inverse theorem is also valid, on condition H l (t, t 0 ) → ∞, l = 1, ..., N, one of steady balance positions is realized. This is a ... See full document
7
Solution of a modified fractional diffusion equation
... diffusion equation has been proposed ...diffusion equation, ...the solution of the modified equation on an infinite ...the solution of the traditional fractional diffusion ... See full document
13
Spline Solution for the Nonlinear Schrödinger Equation
... bounded real function. This equation plays important roles in nonlinear physics. It can describe many nonlinear phenomena including plasma physics [1], hydrodynamics [1] [2], self-focusing in laser pulses [3], ... See full document
11
Solution of Fuzzy Matrix Equation System
... matrix equation system whose coefficients matrix is crisp, and the right-hand side matrix is an arbitrary fuzzy number matrix by using the embedding method given in Cong-Xin and Min 26 and replace the original n × n ... See full document
9
Solution of an integral equation with a logarithmic kernel
... JAIN Department of Mathematics Faculty of Mathematical Sciences Unlverslty of Delhi Delhi- 110007, India Received July 14, 1989 and in revised form January 7, 1990.. A simple independent[r] ... See full document
6
Solution to a Function Equation and Divergence Measures
... Hindawi Publishing Corporation Advances in Difference Equations Volume 2011, Article ID 617564, 9 pages doi 10 1155/2011/617564 Research Article Solution to a Function Equation and Divergence Measures[.] ... See full document
9
Harmonic Balance Solution of Mulholland Equation
... The harmonic balance (HB) method [8-17] is another technique for determining periodic solutions of nonlinear differential equations by using the truncated Fourier series. Since the derivation of higher approximation is ... See full document
5
Quasi Exact Solution of the Fisher Equation
... Fisher equation have been provided in the ...the equation itself. Albeit limited to specific cases these solution provides an important test for com- parison with our quasi exact ... See full document
6
Stability Solution of the Nonlinear Schrödinger Equation
... .An important part of the local well-posed- ness theory is the study of how the strong solutions built in the past subsection depend upon the initial data. More accurate, we want to know if the small perturbation of ... See full document
8
The Existence of Solution of a Critical Fractional Equation
... In this paper, we study the existence of solution of a critical fractional equa- tion; we will use a variational approach to find the solution. Firstly, we will find a suitable functional to our problem; ... See full document
11
A Spectral Integral Equation Solution of the Gross Pitaevskii Equation
... Gross-Pitaevskii equation (GPE), that describes the wave function of a number of coherent Bose particles contained in a trap, contains the cube of the normalized wave function, times a factor proportional to the ... See full document
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