The asymptotic behavior of solutions to second-order equations with higher-order degeneracies and the Laplace equation on a manifold with a cuspidal singularity
The author studies the asymptotics of solutions to homogeneous second-order ordinary differential equations of the form \[ H\Biggl(r,{1\over n} r^{n+1}{d\over dr}\Biggr)= 0, \] where \(H(r,p)\) is a polynomial in \(p\) of second-order with holomorphic coefficients.
scientific article; zbMATH DE number 6369715