George Kenison
George Kenison
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continued fractions
Decision Problems, Recurrence Sequences, and Continued Fractions
Abstract We will begin with a general survey of decision problems related to the orbits and invariants of linear dynamical systems and how these problems relate to properties of recurrence sequences.
May 1, 2026
On the Positivity Problem for second-order holonomic sequences
A sequence is holonomic if its terms obey a linear recurrence relation with polynomial coefficients. In this paper we consider the …
G. Kenison
,
O. Klurman
,
E. Lefaucheux
,
F. Luca
,
P. Moree
,
E. C. Sertöz
,
J. Ouaknine
,
M. A. Whiteland
,
J. Worrell
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On Positivity and Minimality for Second-Order Holonomic Sequences
An infinite sequence $\langle u_n \rangle$ of real numbers is holonomic if it satisfies a linear recurrence relation with polynomial …
G. Kenison
,
O. Klurman
,
E. Lefaucheux
,
F. Luca
,
P. Moree
,
J. Ouaknine
,
M. A. Whiteland
,
J. Worrell
PDF
Cite
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