Tinggang Zhao
Dept. of Math.,
Lanzhou City University,
Lanzhou 730070,
P. R. CHINA
B. K. Ben Mahmoud
ESSTT/63
Rue Sidi Jabeur 5100 Mahdia,
TUNISIA
M. A. Toumi
Dép. des Math.,
Faculté des Sciences de Bizerte,
7021, Zarzouna,
Bizerte, TUNISIA
O. P. Faromika
Department of Physics,
Federal Univ. of Technology,
Akure, Ondo State,
NIGERIA
M. Dada
Department of Physics,
Federal Univ. of Technology,
Minna, Niger State,
NIGERIA
O. B. Awojoyogbe
Department of Physics,
Federal Univ. of Technology,
Minna, Niger State,
NIGERIA
J. Magnuson
9517 Hartford Circle,
Eden Prairie,
MN 55347,
USA
F. Lin
Dep. of Elect. and Computer Engin.,
Wayne State University,
Detroit,
MI 48202,
USA.
Some new properties of the Boubaker polynomials are presented in this paper. Among others, it is shown that that all positive zeros of the Boubaker polynomial Bn(x) are in [0,2]. Also, there are only two pure imaginary zeros of Bn(x)