Theory of Operator Matrices - Shekhawat, Mahaveer Singh
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Among all operators on a Hilbert space the class of normal operators are considered to be most well understood. The theory of normal operators is so successful that much of the theory of non-normal operators is modeled after it. A natural way to extend a successful theory is to weaken some of its hypothesis slightly and hope that the results are weakened only slightly. One weakening of normality is quasinormality. In this book we discuss such non-normal operators.

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Produktbeschreibung
Among all operators on a Hilbert space the class of normal operators are considered to be most well understood. The theory of normal operators is so successful that much of the theory of non-normal operators is modeled after it. A natural way to extend a successful theory is to weaken some of its hypothesis slightly and hope that the results are weakened only slightly. One weakening of normality is quasinormality. In this book we discuss such non-normal operators.
Autorenporträt
Dr. Mahaveer Singh Shekhawat working as Assistant Professor in Gujarat Arts & Science College, Ahmedabad.