[PDF] Top 20 Turismo de naturaleza y sustentabilidad ¿Un desafío para la práctica turística?

... 10, equation (30) is collocated at roots of P 11 (α,β) (x). Then, by solving the resultant algebraic system, the unknown vector C can be determined for some values of α and β ... See full document

... innovative operational matrix of fractional-order derivatives (sensu Caputo) of Fermat polynomials is ...for solving the fractional Bagley-Torvik equation with the aid of tau spectral ... See full document

... of differential and integral equations require development of accurate and fast algorithms based on ...partial differential equations (PDE) modeling fractional systems is ...presented. ... See full document

... Legendre operational matrix for fractional derivatives and applied it with spectral methods for numerical solution of multi-term linear and nonlinear ...any fractional order derivatives of shifted ... See full document

... , equation () is a classical Riccati equation, which have been studied by using ADM, VIM, HPM, MHPM and ...differential equation in a very wider ... See full document

... of fractional-order differential ...the operational matrix of fractional derivative and integration for such functions to construct a new Tau technique for solving fractional ... See full document

... new fractional sub-equation method is proposed for finding exact solutions of fractional partial differential equations (FPDEs) in the sense of modi- fied Riemann-Liouville ...space-time ... See full document

... decades, fractional differential equations have been paid an increasing attention as they are widely used to describe various complex phenomena in many fields such as the fluid flow, signal processing, control theory, ... See full document

... of fractional over classi- cal calculus [4, ...the fractional calculus has provided better results compared to those obtained via the classical ...the fractional calculus becomes evident based on ... See full document

... paper, operational matrices of Bernstein polynomials (BPs) are presented for solving the non-linear fractional Logistic differential equation ...The fractional derivative is ... See full document

... years, fractional calculus has become most popular in different areas of science and engineering such as viscoelasticity, heat conduction, electrode–electrolyte polarization, electromagnetic waves, diffusion wave, ... See full document

... the approach of Fourier transforms of fractional order, along the ordinary Fourier transform of first ...of fractional order Fourier transforms. A generalized operational calculus is analysed ... See full document

... of fractional order differential ...spectral approach for a fractional radiative transfer equation, in which the multidimensional problem has been transformed into a system of fractional ... See full document

... for fractional partial differential ...sub- equation methods, and the fractional complex transforma- tion used here for ξ plays the most important role in the solving ...space-time ... See full document

... fuzzy fractional derivative, in this paper, is assumed in the Caputo ...and fractional), we need to specify additional conditions in order to produce a unique ...Caputo fractional differential ... See full document

... the operational matrix via Genoc- chi polynomials for solving integer-order delay differential equations [12] and fractional optimal control problems [13], and the numerical solutions obtained ... See full document

... use fractional differential equations to simulate complex phenomenon in order to make it closer to the real ...of fractional calculus, as linear transformations, have been widely con- ...Some ... See full document

... approximation and numerical techniques must be used. For example Adomian decomposition method, the homotopy- perturbation method, the variational iteration method and the homotopy analysis method [13-19]. In this paper ... See full document

... fuzzy fractional differential equation (FFDEs) under Riemann Liouville H-differentiability using fuzzy Laplace ...solve fractional differential equation involving hyperbolic ... See full document

... [5] Lakshmikantham V, Vatsala AS. Basic theory of fractional differential equations. Nonlinear Anal 2008;69:2677–82. [6] Babenko YI. Heat and Mass Transfer, Chemia, Leningrad; 1986. [7] Bede B, Gal SG. ... See full document