Several polynomials associated with the harmonic numbers
We develop polynomials in z?C z ? C for which some generalized harmonic numbers are special cases at z=0 z = 0 . By using the Riordan array method, we explore interesting relationships between these polynomials, the generalized Stirling polynomials, the Bernoulli polynomials, the Cauchy polynomials and the Nrlund polynomials.
harmonic numbers riordan array generalized stirling polynomials bernoulli polynomials nrlund polynomials harmonic polynomials multiple gamma functions cauchy numbers