title: Asymptotic expansions for the zeros of certain special functions
abstract: We derive asymptotic expansions for the zeros of the cosine-integral Ci(x) and the Struve function H/sub 0/(x), and extend the available formulae for the zeros of Kelvin functions. Numerical evidence is provided to illustrate the accuracy of the expansions
keyphrases: asymptotic expansions zeros cosine-integral Struve function Kelvin functions accuracy