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interactive_protocol2.pdf
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🔗 Source: people.csail.mit.edu
📊 Size: 757 KB
📄 Pages: 44 pages
⬇️ Downloads: 69

Summary

Researchers present a coding scheme for error correction in interactive communications, achieving optimal performance in maximum tolerable error rate, communication complexity, and computational complexity. The scheme tolerates any error rate δ < 1/4 with linear communication complexity N = Θ(n) and near-linear computational complexity. Additionally, the researchers provide results for other settings, including adaptive, one-sided, and list decoding, achieving optimal tolerable error rates. Two techniques are used: a black-box reduction from unique decoding to list decoding and a method to boost the efficiency of list decoding. The results improve upon prior work, achieving optimal performance in all three measures.

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Researchers present a coding scheme for error correction in interactive communications, achieving optimal performance in maximum tolerable error rate,...

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  • File Format: PDF
  • File Size: 757 KB
  • Pages: 44
  • Language: EN
  • Total Downloads: 69
  • Last Updated: 2 weeks ago

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