Advances in Differential and Difference Equations with Applications 2020


English[eng]


dynamic equations||time scales||classification||existence||necessary and sufficient conditions||fractional calculus||triangular fuzzy number||double-parametric form||FRDTM||fractional dynamical model of marriage||approximate controllability||degenerate evolution equation||fractional Caputo derivative||sectorial operator||fractional symmetric Hahn integral||fractional symmetric Hahn difference operator||Arrhenius activation energy||rotating disk||Darcy–Forchheimer flow||binary chemical reaction||nanoparticles||numerical solution||fractional differential equations||two-dimensional wavelets||finite differences||fractional diffusion-wave equation||fractional derivative||ill-posed problem||Tikhonov regularization method||non-linear differential equation||cubic B-spline||central finite difference approximations||absolute errors||second order differential equations||mild solution||non-instantaneous impulses||Kuratowski measure of noncompactness||Darbo fixed point||multi-stage method||multi-step method||Runge–Kutta method||backward difference formula||stiff system||numerical solutions||Riemann-Liouville fractional integral||Caputo fractional derivative||fractional Taylor vector||kerosene oil-based fluid||stagnation point||carbon nanotubes||variable thicker surface||thermal radiation||differential equations||symmetric identities||degenerate Hermite polynomials||complex zeros||oscillation||third order||mixed neutral differential equations||powers of stochastic Gompertz diffusion models||powers of stochastic lognormal diffusion models||estimation in diffusion process||stationary distribution and ergodicity||trend function||application to simulated data||n-th order linear differential equation||two-point boundary value problem||Green function||linear differential equation||exponential stability||linear output feedback||stabilization||uncertain system||nonlocal effects||linear control system||Hilbert space||state feedback control||exact controllability||upper Bohl exponent