Hilbert Spaces, 1st Edition

 
Hilbert Spaces, 1st Edition,UNKNOWN AUTHOR,ISBN9780444507525
 
 
 

  

North Holland

9780444507525

9780080528359

596

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Hilbert Spaces, 1st Edition

Introduction.

5. Hilbert Spaces.

5.1 Pre-Hilbert Spaces.

5.1.1 General Results.

5.1.2 Examples.

5.1.3 Hilbert sums.

5.2 Orthogonal Projections of Hilbert space.

5.2.1 Projections onto Convex Sets.

5.2.2 Orthogonality.

5.2.3 Orthogonal Projections.

5.2.4 Mean Ergodic Theorems.

5.2.5 The Fréchet-Riesz Theorem.

5.3 Adjoint Operators.

5.3.1 General Results.

5.3.2 Supplementary Results.

5.3.3 Selfadjoint Operators.

5.3.4 Normal Operators.

5.4 Representations.

5.4.1 Cyclic Representation.

5.4.2 General Representations.

5.4.3 Example of Representations

5.5 Orthonormal Bases.

5.5.1 General Results.

5.5.2 Hilbert Dimension.

5.5.3 Standard Examples.

5.5.4 The Fourier-Plancherel Operator.

5.5.5 Operators and Orthonormal Bases.

5.5.6 Self-normal Compact Operators.

5.5.7 Examples of Real C*-algebras.

5.6 Hilbert right C*-Modules.

5.6.1 Some General Results.

5.6.2 Self-duality.

5.6.3 Von Neumann right W*-modules.

5.6.4 Examples.

5.6.5 KE.

5.6.6 Matrices over C*-algebras.

5.6.7 Type I W*-algebras.

Name Index. Subject Index. Symbol Index.
 
 
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