T. Prasad

collaborators

2 papers

math.FA2025

$k$ -Quasi $n$ -Power Posinormal Operators: Theory and Weighted Conditional Type Applications

Sophiya S Dharan, T. Prasad, M. H. M. Rashid

This paper introduces and investigates the class of \textit{ $k$ -quasi $n$ -power posinormal operators} in Hilbert spaces, generalizing both posinormal and $n$ -power posinormal opera…

math.FA2025

$k$ -quasi $n$ -power posinormal Weighted Composition and Cauchy Dual of Moore-Penrose inverse of Lambert Operators

Sophiya S Dharan, T. Prasad, P. Ramya +1

In this paper we characterize $k$-quasi $n$-power posinormal composition operators and weighted composition operators on the Hilbert space $L^2(Î£)$. For Lambert conditional…

k-Quasi n-Power Posinormal Operators: Theory and Weighted Conditional Type Applications

k-quasi n-power posinormal Weighted Composition and Cauchy Dual of Moore-Penrose inverse of Lambert Operators

$k$ -Quasi $n$ -Power Posinormal Operators: Theory and Weighted Conditional Type Applications

$k$ -quasi $n$ -power posinormal Weighted Composition and Cauchy Dual of Moore-Penrose inverse of Lambert Operators