-total stability and almost periodicity for some partial functional differential equations with infinite delay.
A boundary value problem for quasilinear hyperbolic systems with a retarded argument
A difference scheme for an elliptic system of nonlinear differential-functional equations with Dirichlet type boundary conditions. The existence and uniqueness of solution
A finite difference method for quasi-linear and nonlinear differential functional parabolic equations with Dirichlet's condition
We deal with a finite difference method for a wide class of nonlinear, in particular strongly nonlinear or quasi-linear, second-order partial differential functional equations of parabolic type with Dirichlet's condition. The functional dependence is of the Volterra type and the right-hand sides of the equations satisfy nonlinear estimates of the generalized Perron type with respect to the functional variable. Under the assumptions adopted, quasi-linear equations are a special case of nonlinear...
A Harnack inequality for solutions of difference differential equations of elliptic-parabolic type.
A Massera type criterion for a partial neutral functional differential equation.
A mathematical model describing cellular division with a proliferating phase duration depending on the maturity of cells.
A mixed problem for a hyperbolic system on the plane with delay in the boundary conditions.
A parabolic differential equation with unbounded piecewise constant delay.
A semilinear transport equation with delays.
A survey of partial differential equations with piecewise continuous arguments.
A system of impulsive degenerate nonlinear parabolic functional- differential inequalities.
About asymptotic and oscillation properties of the Dirichlet problem for delay partial differential equations.
Aggregation on a nonlinear parabolic functional differential equation.
Almost periodic solutions of nonlinear hyperbolic equations with time delay.
Almost-periodic mild solutions to a class of partial functional-differential equations.
Análisis de las singularidades de una ecuación diferencial fraccionaria no lineal.
Se exponen las estimaciones numéricas preliminares de las singularidades de una ecuación diferencial fraccionaria no lineal. Dicha ecuación aparece en el estudio de las ondas viajeras asociadas a una ecuación de ondas que es una interpolación entre la ecuación de ondas clásica y la ecuación de Benjamin-Ono.
Ancora sulla perturbazione delle disequazioni d'evoluzione paraboliche
Application of He's variational iteration method to solve semidifferential equations of th order.
Applying He's variational iteration method for solving differential-difference equation.