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Your search keyword '"Partial fraction decomposition"' showing total 2 results
Start Over Descriptor "Partial fraction decomposition" Publication Type Academic Journals Publisher institute of mathematics, university of miskolc
2 results on '"Partial fraction decomposition"'

1. NEW RECIPROCAL SUMS INVOLVING FINITE PRODUCTS OF SECOND ORDER RECURSIONS.

Author

KILIÇ, EMRAH and ERSANLI, DIDEM

Subjects
*RECURSIVE sequences (Mathematics), *CALCULUS, *PARTIAL fractions, *IDENTITIES (Mathematics), *MATHEMATICAL sequences
Abstract

In this paper, we present new kinds of reciprocal sums of finite products of general second order linear recurrences. In order to evaluate explicitly them by q-calculus, first we convert them into their q-notation and then use the methods of partial fraction decomposition and creative telescoping. [ABSTRACT FROM AUTHOR]

Published
2019
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2. CLOSED FORM EVALUATION OF MELHAM'S RECIPROCAL SUMS.

Author

KILIÜ, E. and PRODINGER, H.

Subjects
*PARTIAL fractions, *FIBONACCI sequence, *RECIPROCALS (Mathematics), *FRACTIONS, *MATHEMATICAL decomposition
Abstract

Recently Melham [1] gives closed formulæ for certain finite reciprocal sums. In this paper, we present a different approach to compute these sums in closed form. Our approach is straight-forward and simple. First we convert the sums in q-notation, then use partial fraction decomposition and telescoping to derive closed formulæ. [ABSTRACT FROM AUTHOR]

Published
2017
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