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1-D DISCRETE COSINE TRANSFORM DCT

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1-D DISCRETE COSINE TRANSFORM DCT 1-D INVERSE DISCRETE COSINE TRANSFORM IDCT 1-D Basis Functions N=8 1-D Basis Functions N=16 Example: 1D signal 2-D DISCRETE COSINE ... – PowerPoint PPT presentation

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Title: 1-D DISCRETE COSINE TRANSFORM DCT


1
1-D DISCRETE COSINE TRANSFORMDCT
2
1-D INVERSE DISCRETE COSINE TRANSFORMIDCT
3
1-D Basis Functions N8
4
1-D Basis Functions N16
5
Example 1D signal
6
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7
2-D DISCRETE COSINE TRANSFORMDCT
8
ADVANTAGES
  • Notice that the DCT is a real transform.
  • The DCT has excellent energy compaction
    properties.
  • There are fast algorithms to compute the DCT
    similar to the FFT.

9
2-D Basis Functions N4
10
2-D Basis Functions N8
11
Separable
12
Example 2D signal
13
8x8 Block DCT
14
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15
Example Energy Compaction
16
Relation between DCT and DFT
  • Define

17
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18
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