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Claude Levesque
Claude Levesque
professor of mathematics, U. Laval
Verified email at mat.ulaval.ca
Title
Cited by
Cited by
Year
On m-th order linear recurrences
C Levesque
Fibonacci Quart 23 (4), 290-293, 1985
921985
Quality of life after acute myocardial infarction among patients treated at sites with and without on-site availability of angiography
L Pilote, C Lauzon, T Huynh, D Dion, R Roux, N Racine, S Carignan, ...
Archives of internal medicine 162 (5), 553-559, 2002
432002
A few classes of periodic continued fractions
C Levesque, G Rhin
Utilitas Math 30, 79-107, 1986
271986
Continued fraction expansions and fundamental units
C Levesque
J. Math. Phys. Sci 22, 11-44, 1988
231988
Two families of periodic Jacobi algorithms with period lengths going to infinity
DM et de Statistique
Journal of Number Theory 37, 173-180, 1991
211991
Discharge prescriptions following admission for acute myocardial infarction at tertiary care and community hospitals in Quebec.
CA Beck, C Lauzon, MJ Eisenberg, T Huynh, D Dion, R Roux, N Racine, ...
The Canadian Journal of Cardiology 17 (1), 33-40, 2001
202001
Sur les sous-groupes normaux de SL2 sur un anneau local
NHJ Lacroix, C Levesque
Canadian Mathematical Bulletin 26 (2), 209-219, 1983
181983
Familles d'équations de Thue-Mahler n'ayant que des solutions triviales
C Levesque, M Waldschmidt
arXiv preprint arXiv:1312.7202, 2013
122013
Independent systems of units in certain algebraic number fields.
G Frei, C Levesque
Walter de Gruyter, Berlin/New York 1979 (311-312), 116-144, 1979
111979
On improving Ramachandra's unit index
C Levesque
Number theory (Banff, Alberta) 1988, 325-338, 1990
101990
Théorie des nombres/Number Theory: Proceedings of the International Number Theory Conference held at Université Laval, July 5-18, 1987
JM Koninck, C Levesque
De Gruyter, 1989
10*1989
A family of Thue equations involving powers of units of the simplest cubic fields
C Levesque, M Waldschmidt
Journal de théorie des nombres de Bordeaux 27 (2), 537-563, 2015
92015
Representation of integers by cyclotomic binary forms
M Waldschmidt
4 th mini symposium of the Roman Number Theory Association, 101, 2018
72018
Families of cubic Thue equations with effective bounds for the solutions
C Levesque, M Waldschmidt
Number Theory and Related Fields: In Memory of Alf van der Poorten, 229-243, 2013
72013
Équations de Fermat–Pell–Mahler simultanées
Y Bugeaud, C Levesque, M Waldschmidt
Publ. Math. Debrecen 79 (3-4), 357-366, 2011
72011
On the unit group and the class number¶ of certain composita of two real quadratic fields
S Katayama, C Levesque, T Nakahara
manuscripta mathematica 105, 85-101, 2001
72001
Some remarks on diophantine equations and diophantine approximation
C Levesque, M Waldschmidt
arXiv preprint arXiv:1312.7200, 2013
62013
On a few Diophantine equations, in particular, Fermat's last theorem
C Levesque
International Journal of Mathematics and Mathematical Sciences 2003, 4473-4500, 2003
62003
On determining certain real quadratic fields with class number one and relating this property to continued fractions and primality properties
E Dubois, C Levesque
Nagoya Mathematical Journal 124, 157-180, 1991
61991
A class of fundamental units and some classes of Jacobi-Perron algorithms in pure cubic fields
C Levesque
Pacific Journal of Mathematics 81 (2), 447-466, 1979
61979
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