1. Introduction to Software

1.1 Example of a Function in Matlab

Fnct-11.m

dwt.m

2. Implementing the Haar Transform Through Lifting

2.1 The Haar Transform

Fnct-21.m

dwthaar.m

2.2 Wavelet Decomposition Using the Haar Transform

Fnct-22.m

w_decomp.m

3. Implementing the DWT Through Lifting

3.1 Matlab Optimized Daubechies 4 Transform

Fnct-31.m

3.2 Daubechies 4 Transform in C

Fnct-32.c

3.3 Cyclic Permutation of a Vector

Fnct-33.m

cpv.m

3.4 Matlab Optimized CDF(4,6) Transform

Fnct-34.m

3.5 CDF(4,6) Transform in C

Fnct-35.c

3.6 Inverse Daubechies 4 Transform

Fnct-36.m

4. The Real Time Method

4.1 The Raw Daubechies 4 Equations

Fnct-41.m

4.2 The Real Time Daubechies 4 Transform

Fnct-42.m

4.3 The Real Time Daubechies 4 Shifted Transform

Fnct-43.m

4.4 The Memory Optimized Real Time Daubechies 4 Transform

Fnct-44.m

4.5 The Optimized Real Time Inverse Daubechies 4 Transform

Fnct-45.m

4.6 The Raw CDF(4,6) Equations

Fnct-46.m

4.7 The Modified CDF(4,6) Equations

Fnct-47.m

4.8 The Modified CDF(4,6) Transform

Fnct-48.m

4.9 The Real Time CDF(4,6) Transform

Fnct-49.m

4.10 The Real Time CDF(4,6) Transform in C

Fnct-410.c

4.11 The Real Time Inverse CDF(4,6) Transform

Fnct-411.m

4.12 The Optimized Real Time CDF(4,6) Transform

Fnct-412.m

5. Filter Bank Implementation

5.1 Filter implementation of DWT (Uvi_Wave)

Fnct-51.m

fil_cv.m

5.2 Filter implementation with boundary correction - in C

Fnct-52.c

6. Construction of Boundary Filters

6.1 Construction of Left and Right Boundary Filters

Fnct-61.m

boundary.m

6.2 Application of Gram-Schmidt Boundary Filters

Fnct-62.m

applyboundary.m

7. Wavelet Packet Decomposition

7.1 Wavelet Packet Decomposition

Fnct-71.m

wpd.m

8. Wavelet Packet Bases

8.1 Generating a Vector with Cost Values

Fnct-81.m

8.2 Best Basis Search

Fnct-82.m

All examples in one file.

All-examples.txt