
We consider a linear hybrid system of the functional differential equations with aftereffect. By using ${\cal W} $-method we obtain conditions for its solvability in couples of spaces. We consider simple examples of two equations. The problem is reduced to one variable or other variable.
Рассматривается линейная гибридная система функционально-дифференциальных уравнений с последействием. Применен ${\cal W}$-метод. Получены условия ее разрешимости в парах пространств. Рассмотрены простые примеры двух уравнений. Задача сводится к одной переменной или другой переменной.
ЛИНЕЙНАЯ ГИБРИДНАЯ СИСТЕМА ФУНКЦИОНАЛЬНО-ДИФФЕРЕНЦИАЛЬНЫХ УРАВНЕНИЙ С ПОСЛЕДЕЙСТВИЕМ,РАЗРЕШИМОСТЬ В ПАРАХ ПРОСТРАНСТВ,МЕТОД МОДЕЛЬНЫХ УРАВНЕНИЙ,LINEAR HYBRID SYSTEM OF FUNCTIONAL DIFFERENTIAL EQUATIONS WITH AFTEREFFECT,SOLVABILITY IN COUPLES OF SPACES,METHOD OF MODEL EQUATIONS
ЛИНЕЙНАЯ ГИБРИДНАЯ СИСТЕМА ФУНКЦИОНАЛЬНО-ДИФФЕРЕНЦИАЛЬНЫХ УРАВНЕНИЙ С ПОСЛЕДЕЙСТВИЕМ,РАЗРЕШИМОСТЬ В ПАРАХ ПРОСТРАНСТВ,МЕТОД МОДЕЛЬНЫХ УРАВНЕНИЙ,LINEAR HYBRID SYSTEM OF FUNCTIONAL DIFFERENTIAL EQUATIONS WITH AFTEREFFECT,SOLVABILITY IN COUPLES OF SPACES,METHOD OF MODEL EQUATIONS
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