We consider a class of nonlinear time-varying delay systems of neutral type differential
equations with periodic coefficients in the linear terms, d/dt y (t)= A (t) y (t)+ B (t) y (t-τ (t))+ C …

We consider a class of nonlinear time-delay systems of neutral type with periodic coefficients
in linear terms and several delays. We establish conditions under which the zero solution is …

ON EXPONENTIAL STABILITY OF SOLUTIONS TO PERIODIC NEUTRAL-TYPE SYSTEMS
Page 1 Siberian Mathematical Journal, Vol. 58, No. 2, pp. 264–270, 2017 Original Russian Text …

Under study are the systems of nonlinear delay differential equations of neutral type with
periodic coefficients of linear terms. We establish sufficient conditions of exponential stability …

The class of nonlinear systems of delay differential equations with periodic coefficients in
linear terms is considered. By using a special class of Lyapunov–Krasovskii functionals …

Under consideration is the class of nonlinear systems of nonautonomous differential
equations of neutral type with a variable delay that can be unbounded. Using a Lyapunov …

We consider a model of-species competition in a chemostat. This model is a system of
differential equations with infinite distributed delay. The system consists of one equation for …

We consider a class of second-order nonlinear delay differential equations with periodic
coefficients in linear terms. We obtain conditions under which the zero solution is …

We consider a nonlinear time-delay system of neutral equations with constant coefficients in
the linear terms d/dt (y (t)+ Dy (t-τ))= Ay (t)+ By (t-τ)+ F (t, y (t), y (t-τ)), where‖ F (T, u, v)‖≤ …

We consider some system of delay differential equations describing the interaction between
predator and prey populations and accounting for the age structure of the predator …