turing newman (6 Ergebnisse)

Encuadernación de tapa blanda. Zustand: Muy bien. 1ª Edición. Título Original: "Perspectives on the Computer Revolution" Traducción de Luis García Llorente. Colección: "Alianza Universidad" Núm. 119. MUY BUEN ejemplar. 700pp + 2h.

Hardcover. Zustand: Near Fine. No Jacket. 1st Edition. Entire Volume 7 of The Journal of Symbolic Logic, bound in contemporary cloth. Copy of Alan Ross Anderson, (1925-1973), who taught at Yale from 1955-65 then was Professor of Philosophy at the University of Pittsburgh from 1965-73 and Chairman of the Department from 1967-70. Anderson twice served as editor of the Journal of Symbolic Logic.

(No place), The Association for Symbolic Logic, 1942. Large 8vo. Bound in blue half cloth with silver lettering to spine. In "Journal of Symbolic Logic", Volume 7. Small paper label to lower part of spine and upper inner margin of front board. Stamp to title-page and last leaf, otherwise internally fine. Pp. 28-33" 146-156 (Entire copy: (4), 180 pp.). First appearance of these two paper's by Turing.Turing's paper "A Formal Theorem in Church's Theory of Types" is a significant contribution to the fields of computer science and mathematical logic. By providing a formal proof within Church's theory, Turing expanded our understanding of computation and its relationship to logic. His work on computability and the theory of types laid the foundation for the development of theoretical computer science, proof theory, and automated reasoning. Turing's paper continues to be a landmark in the study of computation, inspiring further research and practical applications in diverse areas of science and technology. In "The Use of Dots as Brackets in Church's System", introducing the dot parentheses notation, Turing simplified the representation and manipulation of lambda calculus expressions, making them more intuitive and manageable. His work highlighted the relationship between syntax and semantics, laying the foundation for further research in formal semantics and the development of programming languages. Turing's paper continues to be influential, shaping the way complex expressions are represented and reasoned about in the fields of computation, formal systems, and logic.

(No place), The Association for Symbolic Logic, 1942, 1943 &1948. Lev8vo. Bound in two uniform red half cloth with gilt lettering to spine. In "Journal of Symbolic Logic", Volume 7, 8 [Bound together] & 13. Barcode label pasted on to back board. Small library stamp to lower part of 6 pages. Minor scratches to extremities of volume 13. A fine set. Pp. 28-33" Pp. 80-94. [Entire volumes: IV, 164 pp." IV, 236 pp.). First printing of the two important - but often overlooked - papers by Turing which provide "information about Turing's thoughts on the logical foundations of mathematics which is not to be found elsewhere in his writings". (Copeland, The Essential Turing, P. 206).

First edition, offprint issue, a Turing family copy, presented by his mother to his close friend and colleague Norman Routledge. The author was another friend and colleague of Turing's, who worked with him both at Cambridge and Bletchley Park. His posthumous biography commemorates Turing's warmth, humour, and generosity, along with his prodigious intelligence and originality. Newman likely sent Sara Turing an offprint of his article in thanks for "constant help with biographical material" (p. 263). Sara later sent it to Routledge. In a letter to Routledge dated 16 May 1956, she wrote, "I have to-day sent by registered post 13 of Alan's off-prints and the R.S. [Royal Society] notice of him". Routledge had two copies of this notice in his possession, of which this is one. Like Turing, Routledge was a mathematical fellow at King's College, Cambridge. Turing's letters to Routledge are among his most candid, particularly about his sexuality, which he knew Routledge would understand - Routledge himself later lived openly as a gay man. In a 1952 letter, Turing addressed to Routledge his now-famous syllogism: "Turing believes machines think / Turing lies with men / Therefore machines do not think / Yours in distress, Alan" (Hodges, p. xxx). Turing and Newman (1897-1984) first met in mid-1930s Cambridge, when Turing attended the lectures of Newman's Foundation of Mathematics course. Turing's seminal 1936 On Computable Numbers began as a paper on the Entscheidungsproblem that he first showed to Newman, who helped him to publish the work. Newman's biography describes Turing's prescience regarding such work: he predicted that future owners of computers would have cause to say "'My machine' (instead of 'My little boy') 'said such a funny thing this morning'" (p. 255). Elsewhere, Newman's biography recalls Turing both as a mathematical genius and a generous man who helped colleagues and put immense care into selecting Christmas presents. Turing's research is summarized, but his work at Bletchley Park was still classified information at the time of publication; Newman merely comments that during the War Turing had "full scope for his inventiveness" (p. 254). Provenance: Ethel Sara Turing (1881-1976); Norman Arthur Routledge (1928-2013); by descent in the Routledge family. AMT/B/29. Andrew Hodges, Alan Turing: The Enigma, 1983. Octavo. Photographic portrait frontispiece. Original grey wrappers lettered in black, wire-stitched. Front wrapper creased vertically along staples, otherwise clean and crisp: a fine copy.

First edition, offprint issue, Alan Turing's copy, presented by his mother to his close friend and colleague Norman Routledge after her son's death. During his limited free time at Bletchley Park, Turing studied mathematical logic and corresponded on the topic with Max Newman, then still at Cambridge. The resulting co-authored paper extended and simplified Alonzo Church's work. When Turing's library was dispersed following his death, his mother Sara sent 13 different offprints of his articles to Routledge, including the present. Their presentation testifies to the close relationship that Routledge had with both mother and son. In a letter dated 16 May 1956, Sara wrote "I am very glad you should have the off-prints & hope they will be useful". Like Turing, Routledge was a mathematical fellow at King's College, Cambridge. Turing's letters to Routledge are among his most candid, particularly about his sexuality, which he knew Routledge would understand - Routledge himself later lived openly as a gay man. In a 1952 letter, Turing addressed to Routledge his now-famous syllogism: "Turing believes machines think / Turing lies with men / Therefore machines do not think / Yours in distress, Alan" (Hodges, p. xxx). Turing and Newman (1897-1984) first met in mid-1930s Cambridge, when Turing attended the lectures of Newman's Foundation of Mathematics course. Turing's seminal 1936 On Computable Numbers began as a paper on the Entscheidungsproblem that he first showed to Newman, who helped him to publish the work. Turing later studied with Alonzo Church at Princeton on Newman's advice. In early 1940, when Turing was employed as a codebreaker at Bletchley Park, he received a letter from Newman, by now his colleague and friend. His response began: "'Dear Newman, Very glad to get your letter, as I needed some stimulus to make me start thinking about logic.'" (Copeland, p. 205). Their resulting correspondence discussed conversion calculus, often referencing a manuscript of Church's titled Mathematical Logic. Ultimately, they produced this paper, which they submitted to Church's Journal of Symbolic Logic in May 1941. Newman joined Turing at Bletchley Park in late August 1942. The offprint is accompanied by a contemporary photostatic copy of a later Turing article, "The Use of Dots as Brackets in Church's System", published in the same journal in December 1942. It is signed by Routledge on the first page. Provenance: Alan Turing (1912-1954); Ethel Sara Turing (1881-1976); Norman Arthur Routledge (1928-2013); by descent in the Routledge family. AMT/B/29; J. Copeland, ed., The Essential Turing, 2004; Andrew Hodges, Alan Turing: The Enigma, 1983. Octavo. Original beige wrappers lettered in black, wire-stitched. Covers very peripherally toned, corners a little creased, extending into contents; a near-fine copy of a fragile publication.