Asymptotic behavior of positive solutions of singular Emden-Fowler type equations (Q1342807)

The asymptotic behaviour, existence and uniqueness for positive decaying solutions, as well as asymptotic properties of positive increasing solutions of the Emden-Fowler type equation \(x'' = p(t) x^{-\lambda}\), \(t \geq t_ 0 > 0\), \(\lambda > 0\) \(p^ a\) positive continuously differentiable function on \([t_ 0, \infty)\), are investigated.