On (P*-N) quasi normal operators Of order "n" In Hilbert space

M. S. Dawood, Jaafer Hmood Eidi
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Abstract

Through this paper, we submitted  some types of quasi normal operator is called be (k*-N)- quasi normal operator of order n defined on a Hilbert space H, this concept is generalized of some kinds of  quasi normal operator appear recently form most researchers in the  field of functional analysis, with some properties  and characterization of this operator as well as, some basic operation such as addition and multiplication of these operators had been given, finally the relationships of this operator proved with some examples to illustrate conversely and introduce the sufficient conditions to satisfied this case with other types had been studied.
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Hilbert空间中(P*-N) n阶拟正规算子
本文提出了定义在Hilbert空间H上的一类拟正规算子be (k*- n)- n阶拟正规算子,这一概念是对泛函分析领域最近出现的一类拟正规算子的推广,给出了这类拟正规算子的一些性质和表征,并给出了这些算子的加法、乘法等基本运算。最后用一些例子证明了该算子的关系,反过来说明了该算子的性质,并介绍了其他类型算子满足这种情况的充分条件。
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