WebbA Pisot number is an algebraic integer greater than 1 whose conjugates other than itself have modulus smaller than 1. We have a particular interest in the case when fl > 1 is a … WebbDiophantine triples in linear recurrences of Pisot type Res Number Theory. 2024;4(3):29. doi: 10.1007/s40993-018-0121-2 . ... Now, we will prove that any linear recurrence sequence with the Pisot property contains only finitely many Diophantine triples, whenever the order is large and a few more not very restrictive ...
Quadratic irrationalities and geometric properties of one …
WebbProperties Recurrences. The powers of the plastic number A(n) = ρ n satisfy the third-order linear recurrence relation A(n) = A(n − 2) + A(n − 3) for n > 2.Hence it is the limiting ratio of successive terms of any (non-zero) integer sequence satisfying this recurrence such as the Padovan sequence (also known as the Cordonnier numbers), the Perrin numbers and the … Webb摘要: where {(ξt, ηt), t ≥ 0} is a bivariate L´evy process, independent of V0. See Carmona et al. [3], [4] for basic properties. Such processes arise in a variety of situations such as risk theory (e.g. Paulsen [18]), option pricing (e.g. Yor [26]) or financial time series (e.g. Klu¨ppelberg et al. [13]), to name just a few. dragon city 3997997
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Webb1 jan. 1992 · We study the Fourier transform, or diffraction spectrum, of a self-similar structure in one dimension, generated by a substitution rule, which does not possess the Pisot property. Several consequences of this number-theoretical property are investigated. The structure exhibits unbounded density fluctuations with respect to its average lattice, … Webb3 nov. 2024 · Block maps between primitive uniform and Pisot substitutions (2015) Ergodic Theory and Dynamical Systems; Salo V, Torma I. Category Theory of Symbolic Dynamics (2015) Theoretical Computer Science; Ville Salo, Ilkka Törmä. Complexity of Conjugacy, Factoring and Embedding for Countable Sofic Shifts of Rank 2 (2015) Lecture Notes in … WebbSemantic Scholar extracted view of "A CERTAIN FINITENESS PROPERTY OF PISOT NUMBER SYSTEMS" by S. Akiyama et al. Skip to search form Skip to main content Skip to account menu. Semantic Scholar's Logo. Search 210,815,048 papers from all fields of science. Search. Sign ... dragon city 3983176