Characterizations of Inner Product Spaces (Operator Theory: Advances and Applications, 20)
by Amir
Explores mathematical characterizations that define inner product spaces, offering rigorous criteria within operator theory for researchers and advanced students.
About This Book
This volume examines characterizations that identify inner product spaces in the setting of operator theory.
The work belongs to the Operator Theory: Advances and Applications series and presents material of interest to researchers in functional analysis.
Content is presented at a level suitable for graduate students and specialists seeking precise criteria for inner product structures.
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