Alan Mathison Turing, 1912-1954

Author:

Newman Maxwell Herman Alexander

Abstract

The sudden death of Alan Turing on 7 June 1954 deprived mathematics and science of a great original mind at the height of its power. After some years of scientific indecision, since the end of the war, Turing had found, in his chemical theory of growth and form, a theme that gave the fullest scope for his rare combination of abilities, as a mathematical analyst with a flair for machine computing, and a natural philosopher full of bold original ideas. The preliminary report of 1952, and the account that will appear posthumously, describe only his first rough sketch of this theory, and the unfulfilled design must remain a painful reminder of the loss that his early death has caused to science. Alan Mathison Turing was born in London on 23 June 1912, the son of Julius Mathison Turing, of the Indian Civil Service, and of Ethel Sara Turing ( née Stoney). The name ‘Turing’ is of Scottish, perhaps ultimately of Norman origin, the final g being an addition made by Sir William Turing, of Aberdeenshire, in the reign of James VI and I. The Stoneys, an English-Irish family of Yorkshire origin, produced some distinguished physicists and engineers in the nineteenth century, three of whom became Fellows of the Society; and Edith A. Stoney was one of the early women equal-to-wranglers at Cambridge (bracketed with 17th Wrangler, 1893). Alan Turing’s interest in science began early and never wavered. Both at his preparatory schools and later at Sherborne, which he entered in 1926, the contrast between his absorbed interest in science and mathematics, and his indifference to Latin and ‘English subjects’ perplexed and distressed his teachers, bent on giving him a well-balanced education.

Publisher

The Royal Society

Subject

General Medicine

Reference21 articles.

1. 1935a. On the Gaussian Error Function (King's College Fellowship Dissertation).

2. 6. Equivalence of left and right almost periodicity. J;Land. Math. Soc.,1935

3. On computable numbers, with an application to the Entscheidungsproblem. Proc. Land;Math. Soc. (2),1937

4. 19376. Computability and A-definability. J . Symbolic logic 2 153.

5. 1937c. The /^-function in A-TT-conversion. J . Symbolic logic 2 164.

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