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  1. Alonzo Church. Alonzo Church ( Washington, DC, 14 de junho de 1903 — Hudson (Ohio), 8 de novembro de 1995) foi um matemático estadunidense . Atuou principalmente nas áreas de lógica matemática, teoria da recursão e teoria da computação. Entre suas maiores contribuições, estão o cálculo lambda, um sistema matemático formal que ...

  2. Alonzo Church. Alonzo Church ( Washington, 14 giugno 1903 – Hudson, 11 agosto 1995) è stato un matematico e logico statunitense . Ha dato importanti contributi allo sviluppo della logica matematica e ai fondamenti dell' informatica teorica. Dimostrò per primo il cosiddetto paradosso della conoscibilità di Church-Fitch .

  3. Trayectoria. Nacido en la ciudad de Washington, se diplomó en 1924 y obtuvo su doctorado en 1927 en la Universidad de Princeton, donde ejerció como profesor entre los años 1929 y 1967.

  4. 11 de ago. de 1995 · Member (elected 1978) Alonzo Church was a mathematical logician whose contributions helped to establish the foundations of theoretical computer science. His most renowned accomplishments were Church’s theorem, the Church-Turing thesis, and the creation of λ-calculus, or the Church λ operator. In his 1936 paper, Church’s theorem proved ...

  5. For Church, a syntax and semantics for a given language, whether formal or informal, is a theory of norms of correct use for that language; and, in general, syntax and semantics for formal languages is a theory of the languages we should speak for the purposes of logical analysis, the discovery and dissolution of paradox, and (other) scientific ...

  6. 5 de sept. de 1995 · Alonzo Church, an eminent contributor to mathematical logic and teacher of a generation of American logicians, died in Hudson, Ohio, on Aug. 11. He was 92. Dr. Church's principal achievements lay ...

  7. Alonzo Church was an American mathematician, computer scientist, logician, and philosopher who made major contributions to mathematical logic and the foundations of theoretical computer science. He is best known for the lambda calculus, the Church–Turing thesis, proving the unsolvability of the Entscheidungsproblem, the Frege–Church ontology, and the Church–Rosser theorem. Alongside his ...

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