Content s
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§5.1.
§5.2.
§5.3.
§5.4.
§5.5.
Chapter
§6.1.
§6.2.
§6.3.
§6.4.
§6.5.
§6.6.
§6.7.
§6.8.
Chapter
§7.1.
§7.2.
§7.3.
§7.4.
Chapter
§8.1.
§8.2.
§8.3.
§8.4.
Chapter
§9.1.
§9.2.
§9.3.
§9.4.
Orthogonal Compression s o f Base s
Dilations o f Frame s
Frames an d Obliqu e Projection s
Exercises fro m th e Tex t
Additional Exercise s
6. Dua l an d Orthogona l Frame s
Reconstruction Formul a Revisite d
Dual Frame s
Orthogonality o f Frame s
Disjoint Frame s
Super-Frames an d Multiplexin g
Parseval Dua l Frame s
Exercises fro m th e Tex t
Additional Exercise s
7. Fram e Operato r Decomposition s
Continuity o f Eigenvalue s
Ellipsoidal Tigh t Frame s
Frames wit h a Specifie d Fram e Operato r
Exercises
8. Harmoni c an d Grou p Frame s
Harmonic Frame s
Frame Representation s an d Grou p Frame s
Frame Vector s fo r Unitar y System s
Exercises
9. Samplin g Theor y
An Instructiv e Exampl e
Sampling o f Polynomial s
Sampling i n Finite-Dimensiona l Space s
An Application : Imag e Reconstructio n
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