Representation and normality of (sic)-paranormal absolutely norm attaining operators

In this article, we give a representation of absolutely norm attaining (sic)-paranormal operators. More specifically, we prove that every (sic)-paranormal absolutely norm attaining operator T can be decomposed as U circle plus D, where U is a direct sum of scalar multiples of unitary operators and D is an upper triangular block operator matrix. Later, we provide a sufficient condition under which a (sic)-paranormal absolutely norm attaining operator is normal.