consider the following ODE which can be solved with separation of variables:
$$ x' = 2t (1+x^2), x(0) = 0 $$
The solution is:
$$ \lambda(t) = \tan(t^2) $$ But what can I say about the uniqueness of the solution?
Thank you
consider the following ODE which can be solved with separation of variables:
$$ x' = 2t (1+x^2), x(0) = 0 $$
The solution is:
$$ \lambda(t) = \tan(t^2) $$ But what can I say about the uniqueness of the solution?
Thank you