- #1
Gallo
- 9
- 1
I'm trying to solve the following equation (even if I'm not sure if it's well posed)
[tex]\partial_{x} \, y(x) + a(x)\, y(x) = \delta(x) [/tex]
with ##\quad \lim_{x \rightarrow \pm \infty}y(x) = 0##
It would be a classical first order ODE If it were not for the boundary conditions and the Dirac Delta. How should I take account of them?
[tex]\partial_{x} \, y(x) + a(x)\, y(x) = \delta(x) [/tex]
with ##\quad \lim_{x \rightarrow \pm \infty}y(x) = 0##
It would be a classical first order ODE If it were not for the boundary conditions and the Dirac Delta. How should I take account of them?