Quasi-P-Normal and n-Power class Q Composite Multiplication Operators on the Complex Hilbert Space
composite multiplication operator, conditional expectation, Quasi-p-normal, multiplication operator, class Q operator
Abstract
Abstract not found
Downloads
How to Cite
References
James Campbell, James Jamison (1990) On some classes of weighted composition operators. 32(1), 87-94.
Embry Wardrop, M Lambert, A (2009) Measurable transformations and centred composition operators. 2(1), 23-25.
John Herron (2011) Weighted conditional expectation operators. (1), 107-118.
Thomas Hoover, Alan Lambert, Joseph Quinn (1982) The Markov process determined by a weighted composition operator. 72(3), 225-236.
R Singh, R Chandra Kumar (1985) Weighted composition operators on functional Hilbert spaces. 31(1), 117-126.
R Singh (1976) Composition operators induced by rational functions. 59(2), 329-333.
Hiroyuki Takagi, Katsuhiko Yokouchi (1999) Multiplication and composition operators between two ^{}-spaces. 232, 321-338.
S Senthil, P Thangaraju, D Kumar (2015) Composite multiplication operators on 2 Lspaces of vector valued Functions. (4), 1.
S Senthil, P Thangaraju, D Kumar (2015) k-*Paranormal, k-Quasi-*paranormal and (n, k)- Quasi-*paranormal Composite Multiplication Operator on ⌊2-spaces. 11(6), 1-15.
S Senthil, P & Thangaraju, Kumar (2015) DC, n-normal and n-quasi-normal composite multiplication operator on 2 L -spaces. 8(4), 1-9.
Xiaohui Senthil, Xiaohui Nithya, Xiaohui Suryadevi, David Chandrakumar (2019) (Alpha, Beta)-Normal and Skew n-Normal Composite Multiplication Operator on Hilbert Spaces. 4(1), 45.
S Senthil, M Nithya, D Kumar (2020) Global Journal of Science Frontier Research. 20(7), 1-12.
D Bhattacharya, N Prasad (2012) Quasi-P Normal operators -linear operators on Hilbert space for which T+T* and T*T commute. 24(2A), 269-272.
Adnan Jibril, A (2013) On mu-operators. 8, 1215-1224.
Published
2023-10-13
Issue
Section
License
Copyright (c) 2023 Authors and Global Journals Private Limited

This work is licensed under a Creative Commons Attribution 4.0 International License.