Applied Mathematics and Fractional Calculus II (MDPI - Multidisciplinary Digital Publishing Institute, 2023)
Keywords: Appell polynomials; averaging principle; Bessel functions; BHCS algorithm; Boehmian; boundary conditions; boundary value problems; Caputo fractional derivatives; compact support; composition operators; controllability; convolution; cosine and sine family; coupled system; Cuckoo search; delays; delta sequences; Dunkl theory; equivalence class; Erdélyi-type integral; exact solution; existence; existence and uniqueness; finite delay; fixed point; fixed point theorems; fixed-point theory; fractional calculus; fractional derivative; fractional derivatives; fractional differential equation; fractional differential equations (FDEs); fractional Hilbert transform; fractional Integral; fractional integral operator; fractional integro-differential equations; fractional Klein–Gordon equation; fractional optimal control problems (FOCPs); free terminal time; functional differential equation; generalized fourth order Runge–Kutta method; generalized fractional derivatives; generalized fractional integrals; generalized hypergeometric function; generalized proportional fractional derivatives; global existence; heat conduction; Hermite polynomials; Hilbert transform; homotopy perturbation method; human head; instantaneous impulses; integral inequalities; integral transforms; Janssen vaccine; Lp convergence; Lyapunov functions; Mathematics and Science; midpoint formula; mild solution; mild solutions; Mittag–Leffler stability; Moderna vaccine; Mohand transform; Navier–Stokes equations; non-instantaneous impulses; numerical method; operational rule; optimal control; Pfizer vaccine; Poisson jumps; random fixed point; Razumikhin method; Reference, Information and Interdisciplinary subjects; regularity; Research and information: general; Riemann–Liouville fractional derivative; s-convex functions; series solution; shock wave equation; sinusoidal; state dependent delay; theta finite difference method; three-variable Hermite-based Appell polynomials; variable-order hybrid operator; weakly coupled system of equations; weighted integral; Yang transform; θ-evolution equation; ψ-Capuo fractional stochastic delay differential equations