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Information Journal Paper

Title

Conditional Weighted Operators in L 2 (Σ)­Semi­Hibertian space

Pages

  144-156

Abstract

 In this paper, we discuss matrix theoretic characterization for weighted conditional operators by properties of conditional expectation operator in some operator classes on $L^{2}(\Sigma)$-semi-Hilbertian space such as self-adjoint, isometry and normal classes of these type operators on this space. Also, we consider the matrix representation of the Moore-Penrose inverse for these types of operators. We also gave examples to show our results.

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