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ISSN 2063-5346
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Complex Symmetric Operators and Numerical Ranges in Fuzzy Semi Inner Product Spaces

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V. Sreevani
» doi: 10.31838/ecb/2023.12.sa1.180

Abstract

On a fuzzy semi inner product (FSIP) space, we propose the numerical ranges and complex symmetric bounded linear operators. We determine the complex symmetric operator and the numerical ranges and also complex symmetry in the fuzzy dual space of FSIP is established. In fuzzy semi inner product space, we demonstrate some features of a generalized adjoint of a complex symmetric operator and significant numerical ranges of operators in this space. MSC: 03E72, 46S40, 46C50, 47A12

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