Fractional Differential Equations: Theory, Methods and Applications

Nieto, Juan J.||Rodríguez-López, Rosana

Fractional Differential Equations: Theory, Methods and Applications


English[eng]


fractional wave equation||dependence on a parameter||conformable double Laplace decomposition method||Riemann—Liouville Fractional Integration||Lyapunov functions||Power-mean Inequality||modified functional methods||oscillation||fractional-order neural networks||initial boundary value problem||fractional p-Laplacian||model order reduction||?-fractional derivative||Convex Functions||existence and uniqueness||conformable partial fractional derivative||nonlinear differential system||conformable Laplace transform||Mittag–Leffler synchronization||delays||controllability and observability Gramians||impulses||conformable fractional derivative||Moser iteration method||fractional q-difference equation||energy inequality||b-vex functions||Navier-Stokes equation||fractional-order system||Kirchhoff-type equations||Razumikhin method||Laplace Adomian Decomposition Method (LADM)||fountain theorem||Hermite–Hadamard’s Inequality||distributed delays||Caputo Operator||fractional thermostat model||sub-b-s-convex functions||fixed point theorem on mixed monotone operators||singular one dimensional coupled Burgers’ equation||generalized convexity||delay differential system||positive solutions||positive solution||fixed point index||Jenson Integral Inequality||integral conditions