Several polynomials associated with the harmonic numbers

We develop polynomials in z∈Cz∈C for which some generalized harmonic numbers are special cases at z=0z=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 Nörlund polynomials.