Mohamed Akkouchi

Learn More
In this note, we study a general version of a problem posed by Feng Qi in [10] in the context of a measured space endowed with a positive finite measure. For other studies and results, one can consult the pa-Our basic tool is the classical Hölder inequality. By the convexity method (see [3]) we give an interpretation of the lower bound occuring in our main(More)
In this note, we establish some integral inequalities by using elementary methods for certain classes of functions defined on finite intervals of the real line. Our results have some relationships with certain integral inequalities obtained by Feng Qi. Resumen En esta nota se establecen algunas desigualdades integrales usando métodos elementales para(More)
Let G be a Hausdorff topological locally compact group. Let M(G) denote the Banach algebra of all complex and bounded measures on G. For all integers n ≥ 1 and all µ ∈ M(G), we consider the functional equations G f (xty)dµ(t) = n i=1 g i (x)h i (y), x, y ∈ G, where the functions f , {g i }, {h i }: G → C to be determined are bounded and continuous functions(More)
  • 1