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Functional Analysis
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Abstract
The article contains sections titled:
Banach Space and Operators on Them
Vector and Normed Spaces
Operators on Banach Spaces
Spectra of Closed Operators
Hilbert Spaces
Hilbert‐Space Geometry
Direct Sums and Tensor Products
Bounded Operators on Hilbert Spaces
Hermitean Operators
Unitary Operators
Compact Operators
Schatten Classes
Unbounded Operators
Operator Adjoint and Closure
Normal and Self‐Adjoint Operators
Tensor Products of Operators
Self‐Adjoint Extensions
Spectral Theory of Self‐Adjoint Operators
Functional Calculus
Spectral Theorem
More about Spectral Properties
Groups of Unitary Operators
Some Applications in Quantum Mechanics
Schrödinger Operators
Scattering Theory
Glossary
Title: Functional Analysis
Description:
Abstract
The article contains sections titled:
Banach Space and Operators on Them
Vector and Normed Spaces
Operators on Banach Spaces
Spectra of Closed Operators
Hilbert Spaces
Hilbert‐Space Geometry
Direct Sums and Tensor Products
Bounded Operators on Hilbert Spaces
Hermitean Operators
Unitary Operators
Compact Operators
Schatten Classes
Unbounded Operators
Operator Adjoint and Closure
Normal and Self‐Adjoint Operators
Tensor Products of Operators
Self‐Adjoint Extensions
Spectral Theory of Self‐Adjoint Operators
Functional Calculus
Spectral Theorem
More about Spectral Properties
Groups of Unitary Operators
Some Applications in Quantum Mechanics
Schrödinger Operators
Scattering Theory
Glossary.
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