Title of article :
CLOSED FORM REPRESENTATIONS OF HARMONIC SUMS
Author/Authors :
Sofo, Anthony Victoria University - School of Engineering and Science, Australia
Abstract :
We develop a master theorem from which we are able to represent infinite sums of harmonic numbers and binomial coefficients in both integral and closed form. The new results extend known existing results in the published literature.
Keywords :
Harmonic numbers , Zeta functions , Binomial coefficients , Integral representations
Journal title :
Hacettepe Journal Of Mathematics and Statistics
Journal title :
Hacettepe Journal Of Mathematics and Statistics
