Abstract
In this paper, we obtain important combinatorial identities of generalized harmonic numbers using symmetric polynomials. We also obtain the matrix representation for the generalized harmonic numbers whose inverse matrix can be computed recursively. © 2007 The Korean Mathematical Society.
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APA
Cheon, G. S., & El-Mikkawy, M. E. A. (2007). Generalized harmonic number identities and a related matrix representation. Journal of the Korean Mathematical Society, 44(2), 487–498. https://doi.org/10.4134/JKMS.2007.44.2.487
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