Bernadette Faye
Cheikh Anta Diop University
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Publication
Featured researches published by Bernadette Faye.
Analele Universitatii "Ovidius" Constanta - Seria Matematica | 2016
Jhon J. Bravo; Bernadette Faye; Florian Luca; Amadou Tall
Abstract We prove some results about the structure of all Lucas numbers whose Euler function is a repdigit in base 10. For example, we show that if Ln is such a Lucas number, then n < 10111 is of the form p or p2, where p3 | 10p-1 -1.
Annales mathématiques du Québec | 2018
Bernadette Faye; Florian Luca; Pieter Moree
We consider the family of Lucas sequences uniquely determined by
International Journal of Number Theory | 2015
Bernadette Faye; Florian Luca
Bulletin of The Korean Mathematical Society | 2015
Bernadette Faye; Florian Luca; Amadou Tall
U_{n+2}(k)=(4k+2)U_{n+1}(k) -U_n(k),
Bulletin of The Korean Mathematical Society | 2015
Bernadette Faye; Florian Luca; Amadou Tall
Bulletin of The Korean Mathematical Society | 2015
Bernadette Faye; Florian Luca; Amadou Tall
Un+2(k)=(4k+2)Un+1(k)-Un(k), with initial values
Taiwanese Journal of Mathematics | 2017
Jhon J. Bravo; Bernadette Faye; Florian Luca
Archive | 2015
Bernadette Faye; Florian Luca
U_0(k)=0
Journal of Number Theory | 2018
Bernadette Faye; Antonin Riffaut
arXiv: Number Theory | 2017
Bernadette Faye
U0(k)=0 and
