Analytic solutions to a class of nonlinear infinite-delay-differential equations
The analytic solutions of the infinite delay differential equation with proportional delay \[ u'(x)=g(x,u(x),u(px)),\quad u(0)=\eta,\quad (p\in (0,\,1)) \] are studied, based on the characteristics of the reproducing kernel space \(W_2[0,\infty]\).
scientific article; zbMATH DE number 5275655
scientific article