[PDF] Top 20 La Sevilla soñada. Plazas y ciudad en los inicios del siglo XIX

... Konopelchenko–Dubrovsky equations which possess high order nonlinear terms. Under the aid of Maple, we derive the exact traveling wave solutions of the mKDs by the auxiliary equation approach. Under ... See full document

... three dimensional ion-sound solitons in a magnetized plasma with a low ...wave solitons in various forms are derived in Ebadi et ...exp-function, modified F-expansion and G 0 /G ... See full document

... three- dimensional form of the KP equation is a model to describe rapidly propagating magnetosonic waves of small amplitudes in a low β-magnetized plasma of super fluid ...three- dimensional KP equation ... See full document

... soliton equations with self-consistent sources can model a lot of important physical ...soliton equations with self-consistent sources have been studied via inverse scatter- ing methods [–], Darboux ... See full document

... the induced refractive index. Nevertheless, our observations are backed up, complemented and extended by recent nice experiments on FS interaction in liquid-crystal light-valves with a Kerr-like nonlinearity [112, 115]. ... See full document

... stationary solitons of 3D cubic-quintic Ginzburg-Landau Equation (1) described in Section 2 and found from semi-analytical ...the solitons parameters (amplitude, width, ... See full document

... the equations of motion of a harmonically forced single degree of freedom oscillator with symmetric and asymmetric elastoplastic stiffness characteris- ...two dimensional parameter space of forcing ... See full document

... Schrödinger equations, the infinite dimensional Lie algebra of the classical symmetry group is found and the one-dimensional optimal system of an 8-dimensional subalgebra of the infinite Lie ... See full document

... Since this parabola specifies the detuning between any pair of sidebands equally spaced around the pump and their resonator modes, the parametric gain of the resonator is highest around its zero- crossings. Consequently ... See full document

... It is well known that the uniqueness problem for weak solutions of hyperbolic quasilinear systems remains unsolved up to now in the case of arbitrary jump amplitudes. Moreover, the approach which has been used ... See full document

... between solitons and quasisolitons is ...and solitons are ...(governing equations, Hamiltonian formulation, spectra) are summarized in Appendix ... See full document

... spatial solitons are similar but have hyperbolic tangent type ...spatial solitons were first observed by Jerominek in 1985 and Belanger and Mathieu in 1987 in an experiment of an optical branching effect in ... See full document

... The enhanced modified simple equation method plays a vital role in finding an exact traveling wave solution of nonlinear evolution equations (NLEEs) in engineering and mathematical physics. In this article, we use ... See full document

... Solving Maxwell and Schrödinger equations will lead us to the microscopical view of matter. Since we deal with macroscopical process, we have to convert the microscopic properties to macroscopic one. The ... See full document

... The modified Weibull distribution considered was the one proposed by [24-26] as a generalization of the parent Weibull, exponential, Rayleigh and linear hazard rate ...other modified Weibull models such as ... See full document

... This paper successfully studied FLE in polarization- preserving fibers by the aid of Laplace-Adomian decom- position scheme. The numerical scheme yielded bright and dark soliton solutions. The results thus appear with a ... See full document

... The modified equations have been used to calculate the ac- tivation energy, when the peaks are not well resolved but the peak temperature at the maximum may be easily ... See full document

... analysis (Hau and Sonnerup, 1991; Baumg¨artel et al., 1997; McKenzie and Doyle, 2002). An alternative method derives first an evolution equation from the superior system, contain- ing nonlinearity and dispersion only to ... See full document

... Metrics satisfying (1.1) are interesting and useful in physics and often are referred as quasi-Einstein (eg, see [2], [3]). The Ricci flow was used by Perelman to prove the Poincare's conjecture theorem and the ... See full document

... d- dimensional Schrödinger equation with an x-periodic and t-quasi-periodic potential was reduced to an autonomous equation for most values of the frequency ... See full document