1995
DOI: 10.1006/jnth.1995.1028
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The Continued Fraction Expansion of An Algebraic Power Series Satisfying A Quartic Equation

Abstract: 2. Notations À cause des limitations du traitement de texte utilisé, les lettres N, Z, Q, R et C désigneront les ensembles usuels. Ces lettres pourront parfois avoir une autre signification, sans qu'une confusion soit possible. De même, nous utiliserons la lettre F pour désigner une partie finie de Z. La lettre P comme ensemble des indices d'une somme ou d'un produit désignera l'ensemble des nombres premiers. La notation [a, b], où a et b sont des entiers désignera l'ensemble {a, a + 1, ..., b}.

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Cited by 17 publications
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“…for all PÂQ, implies that it is not of class I, according to the theorem proved in [5] or [7]. In the same paper [2], the authors have considered the unique solution, in K((T &1 )), of the algebraic equation (1), when the base field is K=F 13 . In that situation the solution is actually of class I.…”
Section: A Badly Approximable Elementmentioning
confidence: 92%
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“…for all PÂQ, implies that it is not of class I, according to the theorem proved in [5] or [7]. In the same paper [2], the authors have considered the unique solution, in K((T &1 )), of the algebraic equation (1), when the base field is K=F 13 . In that situation the solution is actually of class I.…”
Section: A Badly Approximable Elementmentioning
confidence: 92%
“…In [2], Buck and Robbins have given the continued fraction expansion of an element of F 3 ((T &1 )). If K=F 3 , they show that the algebraic equation…”
Section: A Badly Approximable Elementmentioning
confidence: 98%
See 3 more Smart Citations