  As was shown in the previous works by other authors, Glasser - Manna - Oloa
integral arise in the study of the Laplace transform of the dilogarithm
function and can be evaluated in a closed form. In this article, we give a one
parametric generalization of the Glasser - Manna - Oloa integral. The method
employed in the course of derivation allows to obtain some new integrals of
similar type. These include also integral representation of the Hurwitz zeta
function and some beautiful formulae involving the logarithm of the gamma
function of the argument -ix+ln(2cosx).
