  Harmonic numbers have been studied since antiquity, while hyperharmonic
numbers were intoduced by Conway and Guy in 1996. The degenerate harmonic
numbers and degenerate hyperharmonic numbers are their respective degenerate
versions. The aim of this paper is to further investigate some properties,
recurrence relations and identities involving the degenerate harmonic and
degenerate hyperharmonic numbers in connection with degenerate Stirling numbers
of the first kind, degenerate Daehee numbers and degenerate derangements.
