  The aim of this paper is to investigate some properties, recurrence relations
and identities involving degenerate hyperharmonic numbers, hyperharmonic
numbers and degenerate harmonic numbers. In particular, we derive an explicit
expression of the degenerate hyperharmonic numbers in terms of the degenerate
harmonic numbers. This is a degenerate version of the corresponding identity
representing the hyperharmonic numbers in terms of harmonic numbers due to
Conway and Guy.
