


Paper's Title:
Extension of Factorization Theorems of Maurey to spositively Homogeneous Operators
Author(s):
Abdelmoumen Tiaiba
Department of Physics,
University of M'sila,
Algeria.
Email: tiaiba05@yahoo.fr
Abstract:
In the present work, we prove that the class of spositively homogeneous operators is a Banach space. As application, we give the generalization of some Maurey factorization theorems to T which is a spositively homogeneous operator from X a Banach space into L_{p}. Where we establish necessary and sufficient conditions to proof that T factors through L_{q}. After this we give extend result of dual factorization theorem to same class of operators above.
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