A converse bound on the mismatched distortion-rate function

HIGHLIGHTS

  • What: - the authors investigate the mismatched problem formulated by Lapidoth in 1997. Now, the authors provide a converse bound inspired by_[8]. The authors consider the distributions fXX0=pX 1X0 |X and pX0 X1=pX p?X1 |X, and the authors show that fXX0 ∈ F(pX0, pX1 |X0, R) achieves the maximum in_(15).
  • Who: Maël Le Treust and Tristan Tomala from the UnivRennes, CNRS, Inria, IRISA UMR , Rennes, France have published the research: A Converse Bound on the Mismatched Distortion-Rate Function, in the Journal: (JOURNAL)

SUMMARY

    The encoder . . .

     

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