Some articles on error, block, block error:
Information Theory - Coding Theory - Channel Capacity
... For any information rate R < C and coding error ε > 0, for large enough N, there exists a code of length N and rate ≥ R and a decoding algorithm, such that the maximal probability of block ... addition, for any rate R > C, it is impossible to transmit with arbitrarily small block error ... to transmit data over a noisy channel with a small coding error at a rate near the channel capacity ...
... For any information rate R < C and coding error ε > 0, for large enough N, there exists a code of length N and rate ≥ R and a decoding algorithm, such that the maximal probability of block ... addition, for any rate R > C, it is impossible to transmit with arbitrarily small block error ... to transmit data over a noisy channel with a small coding error at a rate near the channel capacity ...
Famous quotes containing the words error and/or block:
“To rise from error to truth is rare and beautiful.”
—Victor Hugo (1802–1885)
“No contact with savage Indian tribes has ever daunted me more than the morning I spent with an old lady swathed in woolies who compared herself to a rotten herring encased in a block of ice.”
—Claude Lévi-Strauss (b. 1908)
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