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Joint Data Hiding

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Coding of multiple sources which can not communicate at the encoder ... coset1={000,111} coset2={001,110} coset3={010,101} coset4={100,011} M=3. Slsb=100 = W=101 ... – PowerPoint PPT presentation

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Title: Joint Data Hiding


1
Joint Data Hiding Source Coding with Partially
Available Side Information
  • Ç. Dikici, K. Idrissi, A.Baskurt

LIRIS, UMR 5205 CNRS INSA de Lyon, France
2
Agenda
  • Data Hiding and Distributed Source Coding
  • System Architecture
  • Experiments
  • Conclusion

3
Motivation
  • Coding of multiple sources which can not
    communicate at the encoder
  • Ultra-low encoding complexity
  • Reduce power consumption
  • Data hiding for each source signal

4
Literature
  • Wyner-Ziv, Gel'fand-Pinsker
  • Ramchandran et al,  Duality between source
    coding and channel coding with SI , Asilomar99,
    ISIT00, 01
  • Girod et al.,  Duality between Channel Coding
    and Rate distortion with SI , Asilomar00
  • Cover et al.,  Duality Between Channel capacity
    and Rate distortion with two sided State
    Information , ITT02

5
Theory(1/3)
  • Source Coding with SI (R01)
  • Rate

6
Theory(2/3)
  • Channel Coding with SI (Blind watermarking or
    C10)
  • Capacity

e
Y
W
Encoder or quantizer
Decoder
M watermark
M(Y)
Z (attack)
S1
7
Theory(3/3)
  • Channel Coding with SI (General solution
    Cgeneral)
  • Capacity

W
e
Y
Encoder or quantizer
Decoder
M watermark
M(Y,S2)
Z (attack)
S2
S1
8
Proposed schema
Outter C
Inner R01
Receiver
Sender
coset C
CCSI Encoder
SCSI Encoder
SCSI Decoder
e
CCSI Decoder
W
W
M
M
S1
S2
S1,S2 p(S1,S2) S1,W p(S1,W)
9
Experimental Setup
W
P
  • DATA HIDING
  • Embed 2 bits of M within R bits of S1
  • Using
  • coset1000,111
  • coset2001,110
  • coset3010,101
  • coset4100,011
  • M3
  • Slsb100
  • gtW101
  • INPUTS
  • S1 100x2000 bit blocks with Bernoulli(1/2)
  • S2 S1N where
  • N Bernoulli(p)
  • M Random message
  • ENCODING
  • 3/5 LDPC code
  • with H(3500,2000)
  • parity check matrix
  • send only parity bits
  • DECODING
  • Use S2 and P
  • Decode with modified Belief propagation
  • Estimation
  • Final estimate of W and M

W
Rate r encoder
S2
Decoder
W
M
10
System performance
Pe0 for plt0.13
Channel capacity for rate 3/5 is pe0.08 Since
errors are only in systematic bits 0.133/5
0.078
11
Conclusions
  • A DSC system with data hiding
  • Works well up to a certain correlation to noise
    ratio
  • On sensor networks, each client can embed its
    specific data to the stream
  • Will be extended to the multimedia data like
    image, and video

12
Thank you for your attention
13
System realization
Compression params.
Encoder
Decoder
Output statistics
Virtual channel
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