

Areas of research work
Prime factors of certain linear recurring sequences;
Computation, or estimation of prime densities in the rational
integers, or in polynomial rings over finite fields;
Special integer sequences such as that of the Fibonacci, Lucas, Cullen numbers etc;
Theory of densities and prime densities;
Theory of Lucas sequences and generalizations.
Some recent papers
On Murata densities (with coauthor Mireille Car). International
Journal of Number Theory, Nov. 2011.
On the 1/3 density of odd ranked primes in Lucas sequences.
Uniform Distribution Theory 3 (2008), no.2, 129-145. pdf
Competing prime asymptotic densities in F_q[X]: a discussion.
L'Enseignement Mathématique (2) 54 (2008), 303-327.
First term
Linear Algebra, second year.
Linear Algebra for economics students, second year.
Second term
Convexity Theory, Orthogonal Polynomials and Conics, second year math students.
Polycopié de Cours de Mathématiques Générales
Analysis, second year math students (with John Guaschi).
Analysis and Linear Algebra for economics and for administration students.
Erasmus Coordinator for the Mathematics Department