Applications of Partial Differential Equations (MDPI - Multidisciplinary Digital Publishing Institute, 2023)
Keywords: 2D parabolic equations; acoustic boundary conditions; analytic semigroups; appropriate transformation technique; backward nonlocal wave equation; bacterial motion; biological aggregation; chemotaxis model; CNL-GZE; coinfection; convection diffusion problems; convection–diffusion problem; COVID-19; C∞-semigroups; delay differential equations; diffusion; diffusion equations; energy functional; Eyring–Powell; Faedo–Galerkin method; feedback control; Fourier multipliers; fractional step method; fractional Zakharov system; generalized fractional derivative; generalized linear interpolation; geometric perturbation; global uniform boundedness; integral boundary condition; integral inequality; Jacobi elliptic function method; line discontinuous source term; lump-type solitons; Mathematics and Science; non-linear optimal control; nonlinear damping; nonlinear reaction–diffusion; nonlinear time-varying delay; nonlocal boundary shape function; numerical scheme; optimal condition; optimal decay; parabolic differential equation; Pascal bases automatically satisfying specified conditions; PDE’s stabilization; phototaxis; Reference, Information and Interdisciplinary subjects; Research and information: general; Riccati–Bernoulli sub-ODE method; rogue wave; shallow water flow; Shishkin mesh; singularly perturbed problem; stability; state variable; stochastic Zakharov system; stratified fluids; streamline–diffusion finite element method; time-diffusion problem; traveling waves; travelling waves; tuberculosis; uniformly convergent; unsteady flow; viscoelastic wave equation; Λ-ellipticity