Multiple access channels with arbitrarily correlated sources

Abstract

Absrmcr-Let {(q, r$)}#L* be a source of independealt identicauy distributed (i.i.d.) disc&e random variables with joint probability mass function p(u,o) and common part w-f(u)=g(u) in the sense of Witsenbawn, Gacs, and Kkner. It is shown that such a source can be sent with arbitrarily small probability of error over a multiple access ChaMel (MAC) {Xl X~*9%P(Yl~,, X,)>> with allowed codes {q(u), x2(w)] if there exist probability mass functions 'zbls region inch&s the multiple aaxw channel region and the Slepian-Wolf data compression region as special cases.

DOI: 10.1109/TIT.1980.1056273

Extracted Key Phrases

Showing 1-7 of 7 references

On sequences of pairs of dependent random variables

  • H Witsenhausen
  • 1975

A coding theorem for multiple access ChaMd8 with correlated sources

  • D Slepian, J K Wolf
  • 1973

A coding theorem for multiple access communications, " presented at the International Symp. on Information Theory, Asilomar Multiple access channels

  • H Liao
  • 1972

Multi-way communication channels

  • R Ahlswede
  • 1971
Showing 1-10 of 249 extracted citations
0204060'99'01'03'05'07'09'11'13'15'17
Citations per Year

396 Citations

Semantic Scholar estimates that this publication has received between 325 and 486 citations based on the available data.

See our FAQ for additional information.