DR. IMAGIRI STANLEY KATHURIMA
BSc, MSc, PhD, (Nairobi) Applied Mathematics
Email: imagiri@uonbi.ac.ke
Email: imagiri@uonbi.ac.ke
In this paper, infinite-Power normal and infinite-Power quasinormal operators are introduced. Amongst
other results, it is proved that, infinite-Power normal operators have translation invariant property
and that, if any operator and its adjoint happens to be n-Power quasinormal, then such an
operator becomes normal
In this paper, infinite-Power normal and infinite-Power quasinormal operators are introduced. Amongst
other results, it is proved that, infinite-Power normal operators have translation invariant property
and that, if any operator and its adjoint happens to be n-Power quasinormal, then such an
operator becomes normal