

Harmonic, Stirling & Bernoulli Numbers
Abstract
We give an elementary deduction of Cheon-(El-Mikkawy)’s identity for Bernoulli numbers Bn in terms of Stirling and harmonic numbers. Besides, this identity implies the Luschny’s expression for the Bn.
We give an elementary deduction of Cheon-(El-Mikkawy)’s identity for Bernoulli numbers Bn in terms of Stirling and harmonic numbers. Besides, this identity implies the Luschny’s expression for the Bn.