Global attractivity in scalar delayed differential equations with applications to population models.
For the scalar delay differential equation \(x'(t)=(1+x(t))F(t,x_t)\), sufficient conditions for the global stability of the zero solution are given. The behavior of global solutions on \(\mathbb R\) is also addressed. Several applications to population models which improve known results are presented.
scientific article; zbMATH DE number 2032952
scientific article