  Although most soliton research has traditionally considered dominant
quadratic dispersion, the recent discovery of pure-quartic solitons has
inspired analysis of soliton solutions with large higher orders of dispersion.
Here we present analytic expressions for families of bright soliton solutions
at arbitrary dispersion orders and practical methods to obtain the associated
dispersion relations. These results provide a framework for considering higher
order dispersion solitons and show the potential for further investigation of
solitons in higher order dispersion systems.
