Quasi-P-Normal and n-Power class Q Composite Multiplication Operators on the Complex Hilbert Space

Authors

  • Dr. S.Senthil

Keywords:

composite multiplication operator, conditional expectation, Quasi-p-normal, multiplication operator, class Q operator

Abstract

In this paper the condition under which composite multiplication operators on L2 -space become Quasi-P-Normal operators and n-Power class Q operator have been obtained in terms of radon-nikodym derivative f0

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How to Cite

Dr. S.Senthil. (2023). Quasi-P-Normal and n-Power class Q Composite Multiplication Operators on the Complex Hilbert Space. Global Journal of Science Frontier Research, 23(F6), 73–80. Retrieved from https://journalofscience.org/index.php/GJSFR/article/view/102750

Quasi-P-Normal and n-Power class Q Composite Multiplication Operators on the Complex Hilbert Space

Published

2023-10-13