Journal of Mathematical Sciences: Advances and ApplicationsAuthor's: S. Saltan and S. Acar
Pages: [85] - [92]
Received Date: March 9, 2010
Submitted by: Mubariz T. Karaev
Let 
be a simply connected region in the complex
plane 
that is, starlike with respect to the point
and let 
be the space of all holomorphic functions in
with the topology of compact convergence. We
give a sufficient condition, which guarantees existence and uniqueness
of the system of integro-differential equations 
in the space 
This generalizes a result of Nagnibida [10].
integro-differential equations system, 
Duhamel product, holomorphic function,
Duhamel product, starlike region.
