On equation $P(D)u=f(u^(m))+ g(t,(u^(j)))$ on the line

Year, pages: 2005, 283 - 294

This paper deals with the existence of a real solution for the ordinary differential equation

$$ P(D)u =f (u^(m)) + g (t,(u^(j))) $$

in the Sobolev space $H_n(\Bbb{R})$ where $n$ is the degree of the linear differential operator $P(D)$.

Fijałkowski, P. 2005. On equation $P(D)u=f(u^(m))+ g(t,(u^(j)))$ on the line. In Mathematica Slovaca, vol. 55, no.3, pp. 283-294. 0139-9918.

Fijałkowski, P. (2005). On equation $P(D)u=f(u^(m))+ g(t,(u^(j)))$ on the line. Mathematica Slovaca, 55(3), 283-294. 0139-9918.