Is there any general methods available for transforming a 2nd order Boundary value problem such as
$F\left(x,y,\frac{\text{dy}}{\text{dx}},\frac{d^2y}{\text{dx}^2}\right)=0$
$y(a)=y_0$ and $y(b)=y_1$
into an initial value problem?
Regards
Is there any general methods available for transforming a 2nd order Boundary value problem such as
$F\left(x,y,\frac{\text{dy}}{\text{dx}},\frac{d^2y}{\text{dx}^2}\right)=0$
$y(a)=y_0$ and $y(b)=y_1$
into an initial value problem?
Regards
For a certain class of BVP, the answer is yes according to this article.