Suite de Cesàro et nombres de Bernoulli F Bencherif, T Garici
Publications mathématiques de Besançon. Algèbre et théorie des nombres, 19-26, 2012
10 2012 Sur une propriet\'e des polyn\^ omes de Stirling F Bencherif, T Garici
arXiv preprint arXiv:1402.5510, 2014
5 2014 On the equation SA Alkabouss, T Garici, J Larone
International Journal of Number Theory 14 (04), 1073-1079, 2018
3 2018 Generalization of Wolstenholme’s and Morley’s congruences F Bencherif, R Boumahdi, T Garici
Pub. Math. Debrecen 93, 2018
3 2018 Linear recurring sequences over noncommutative rings A Cherchem, T Garici, A Necer
Journal of Algebra and its Applications 11 (02), 1250040, 2012
3 2012 Symmetric identity for polynomial sequences satisfying A′ n+ 1 (x)=(n+ 1) An (x) F Bencherif, R Boumahdi, T Garici
Communications in Mathematics 29, 2021
2 2021 The number of solutions to T Garici, O Kihel, J Larone
arXiv preprint arXiv:1504.02005, 2015
1 2015 Some results concerning the exponential Diophantine equation Z Ameur, R Boumahdi, T Garici
Indian Journal of Pure and Applied Mathematics, 1-10, 2023
2023 UPPER BOUNDS FOR THE NUMBER OF SOLUTIONS FOR THE DIOPHANTINE EQUATION y2= px (Ax2− C)(C= 2,±1,±4) F Bencherif, R Boumahdi, T Garici, Z Schedler
Colloquium Mathematicum 159 (2), 243-257, 2020
2020 Sur le nombre de solutions de l’équation T GARICI
Mohammed First University Faculty of Sciences Department of Mathematics, 72, 2019
2019 THE NUMBER OF SOLUTIONS TO y²= px (Ax²+ 2). T Garici, O Kihel, J Larone
Publications de l'Institut Mathématique 104 (118), 2018
2018 Etude combinatoire de suites sumériques et équations diophantiennes T Garici
Faculté de Mathématiques, 2018
2018 On a property of Stirling polynomials F Bencherif, T Garici
Publications de l'Institut Mathematique 102 (116), 149-153, 2017
2017 Symmetric identity for polynomial sequences satisfying′()=(+ 1)() F Bencherif, R Boumahdi, T Garici
Communications in Mathematics, 0
Suites de Cesàro et nombres de Bernoulli T GARICI, F BENCHERIF
