  The complete Lipschitz-Hankel integrals (LHIs) include the Laplace transforms
of the Bessel functions, multiplied by powers. Such Laplace transforms can be
evaluated using associated Legendre functions. It is noted that there are
errors in published versions of these evaluations, and a merged and emended
list of seven transforms is given. Errata for standard reference works, such as
the table of Gradshteyn and Ryzhik, are also given. Most of the errors are
attributable to inconsistent normalization of the Legendre functions. These
transforms can be viewed as limits of incomplete LHIs, which find application
in communication theory.
