В современной прикладной математике интенсивно развиваются спектральные и
алгебраические методы исследования динамических систем, основанные на …

Праця присвячена сучасним методам аналiзу та синтезу динамiчних систем, що
ґрунтуються на застосуваннi матричних рiвнянь, лiнiйних та квадратичних матричних …

We present a method for the investigation of the stability and positivity of systems of linear
differential equations of arbitrary order. Conditions for the invariance of classes of cones of …

Classes of monotone dynamic systems in the partially ordered Banach space are studied
using concept of nonlinear operator derivative on a cone. We study the connection between …

В данной работе устанавливаются критерии асимптотической устойчивости класса
позитивных систем (1) в банаховом пространстве, эволюционные операторы которых …

We investigate properties of positive and monotone dynamical systems with respect to given
cones in the phase space. Stability conditions for linear and nonlinear differential systems in …

We investigate classes of dynamical systems in a partially ordered space with properties of
monotonicity type with respect to specified cones. We propose new methods for the stability …

We investigate classes of dynamical systems in a partially ordered space with properties of
monotonicity type with respect to specified cones. We propose new methods for the stability …

We investigate properties of positive and monotone differential systems with respect to a
given cone in the phase space. We formulate criteria for the stability of linear positive …

Algebraic methods for stability analysis of linear second order di erential systems are
develop on the basis of matrix equations and inequalities. Stability conditions are formulated …