TY - GEN AU - Dassios,Ioannis AU - Bazighifan,Omar AU - Moaaz,Osama AU - Dassios,Ioannis AU - Bazighifan,Omar AU - Moaaz,Osama TI - Differential/Difference Equations : Mathematical Modeling, Oscillation and Applications SN - books978-3-0365-2386-6 PY - 2021/// CY - Basel, Switzerland PB - MDPI - Multidisciplinary Digital Publishing Institute KW - Information technology industries KW - bicssc KW - odd-order differential equations KW - Kneser solutions KW - oscillatory solutions KW - deviating argument KW - fourth order KW - differential equation KW - oscillation KW - advanced differential equations KW - p-Laplacian equations KW - comparison theorem KW - oscillation criteria KW - thrid-order KW - delay differential equations KW - oscillations KW - Riccati transformations KW - fourth-order delay equations KW - differential operator KW - unit disk KW - univalent function KW - analytic function KW - subordination KW - q-calculus KW - fractional calculus KW - fractional differential equation KW - q-differential equation KW - second order KW - neutral differential equation KW - (1/G′)-expansion method KW - the Zhiber-Shabat equation KW - (G′/G,1/G)-expansion method KW - traveling wave solutions KW - exact solutions KW - Adomian decomposition method KW - Caputo operator KW - Natural transform KW - Fornberg–Whitham equations KW - generalized proportional fractional operator KW - nonoscillatory behavior KW - damping and forcing terms KW - Volterra integral equations KW - operational matrix of integration KW - multi-wavelets KW - time scales KW - functional dynamic equations KW - highly oscillatory integral KW - Chebyshev polynomial KW - nearly singular KW - Levin quadrature rule KW - adaptive mesh refinement KW - la Cierva’s autogiro KW - la Cierva’s equation KW - stability KW - differential equation with periodic coefficients KW - interpolating scaling functions KW - hyperbolic equation KW - Galerkin method KW - higher-order KW - neutral delay KW - center of mass KW - conformal metric KW - geodesic KW - hyperbolic lever law KW - non-canonical differential equations KW - second-order KW - mixed type N1 - Open Access N2 - The study of oscillatory phenomena is an important part of the theory of differential equations. Oscillations naturally occur in virtually every area of applied science including, e.g., mechanics, electrical, radio engineering, and vibrotechnics. This Special Issue includes 19 high-quality papers with original research results in theoretical research, and recent progress in the study of applied problems in science and technology. This Special Issue brought together mathematicians with physicists, engineers, as well as other scientists. Topics covered in this issue: Oscillation theory; Differential/difference equations; Partial differential equations; Dynamical systems; Fractional calculus; Delays; Mathematical modeling and oscillations UR - https://mdpi.com/books/pdfview/book/4636 UR - https://directory.doabooks.org/handle/20.500.12854/77026 ER -