On a scaled balanced-power product recurrence
Journal article
Authors | Larcombe, Peter J. and Fennessey, Eric J. |
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Abstract | A power product recurrence (due to M. W. Bunder) is extended here by the introduction of a scaling factor, and delivers a sequence whose general term closed form is derived for both degenerate and non-degenerate characteristic root cases. It is shown how recurrence parameter conditions dictate the nature of each solution type, and a fundamental link between them is highlighted together with some other observations and results. |
A power product recurrence (due to M. W. Bunder) is extended | |
Keywords | Discrete mathematics; Applied mathematics |
Year | 2016 |
Journal | Fibonacci Quarterly |
Publisher | The Fibonacci Association |
ISSN | 0015-0517 |
Web address (URL) | http://hdl.handle.net/10545/620866 |
http://creativecommons.org/licenses/by/4.0/ | |
hdl:10545/620866 | |
Publication dates | Aug 2016 |
Publication process dates | |
Deposited | 16 Nov 2016, 15:57 |
Contributors | University of Derby |
File | File Access Level Open |
File | File Access Level Open |
https://repository.derby.ac.uk/item/93w4y/on-a-scaled-balanced-power-product-recurrence
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