|
Claude Shannon
1916–2001 · mathematician and engineer, Bell Labs and MIT
what he did In 1948 he published A Mathematical Theory of Communication, which defined information as a reduction in uncertainty, measured it in bits, and proved how much can be sent through a noisy channel without error. It came out as a book with an essay by Warren Weaver the next year (Shannon & Weaver, 1949). The archive introduces the paper and quotes it. He then turned the measure on language. In a 1951 experiment (Shannon, 1951), people guessed a text letter by letter, and the pattern of their guesses gave an estimate of how predictable English is. He wrote one of the first papers on how a computer might play chess (Shannon, 1950), and in 1950 built a mechanical mouse, Theseus, that learned its way through a maze. why he is here The signal pages lean on his theory. Next-letter prediction, scaled up enormously, is how language models are trained; see hallucination. in the tour: the rack room has a case labelled "Shannon, 1948" ··· Primary works and sources
see also
|
![]()
rev. Oct 24 2026