2 4 M ar 2 00 0 Second-order linear differential equations with two irregular singular points of rank three : the characteristic exponent

@inproceedings{Bhring200024M,
  title={2 4 M ar 2 00 0 Second-order linear differential equations with two irregular singular points of rank three : the characteristic exponent},
  author={Wolfgang B{\"u}hring},
  year={2000}
}
  • Wolfgang Bühring
  • Published 2000
For a second-order linear differential equation with two irregular singular points of rank three, multiple Laplace-type contour integral solutions are considered. An explicit formula in terms of the Stokes multipliers is derived for the characteristic exponent of the multi-plicative solutions. The Stokes multipliers are represented by converging series with… CONTINUE READING