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South East Regional Meeting On Numbers 2005
April 15-17, 2005
University of South Carolina; Department of Mathematics
Columbia, SC 29208, USA

Organizers
Michael Filaseta, Robert Murphy, Ognian Trifonov, and Gang Yu

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Maximal Finite Order Linear Recurrences and Related Integer Sequences
by
John D. Foley
Wake Forest University
Coauthors: Kenneth S. Berenhaut

Many interesting, and some new, integer sequences are intimately related to the determination of maximal finite order linear recurrences with coefficients in [-A,0]. The class of integer sequences bounding odd order linear recurrences with coefficients in [-1,0] is found. Integer sequences arising from even order linear recurrences will be discussed as well as preliminary results in the general problem that suggest the importance of analysis of integer sequences in its resolution.

Date received: March 24, 2005

Copyright © 2005 by the author(s). The author(s) of this document and the organizers of the conference have granted their consent to include this abstract in Atlas Conferences Inc. Document # caqa-18.