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Entscheidungsproblem

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Entscheidungsproblem
‖ Entscheidungsproblem Math. and Logic. (ɛnˈtʃaɪdʊŋsprɒˌblɛm) [G., f. entscheidung decision + problem problem.] = decision problem (decision 5).[1922 Mathematische Annalen LXXXVI. 163 (title) Beiträge zur Algebra der Logik, insbesondere zum Entscheidungsproblem.] 1930 Proc. London Math. Soc. XXX. 27... Oxford English Dictionary
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Is Entscheidungsproblem in Co-RE? And Proof if it is. As I study through, I learned that Entscheidungsproblem has a negative answer. Then I came to wonder whether the problem is in Co-RE. If it is, can anyone show me ...
From wikipedia > The Entscheidungsproblem has often been identified in particular with the decision problem for first-order logic (that is, the problem
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Satisfiability
The question of the status of the validity problem was posed firstly by David Hilbert, as the so-called Entscheidungsproblem. So the problem of logical validity would be decidable, which contradicts the Church–Turing theorem, a result stating the negative answer for the Entscheidungsproblem wikipedia.org
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RhymeZone: problem rhymes
Words and phrases that rhyme with problem: (3 results) 2 syllables: problem' 3 syllables: astrobleme 5 syllables: entscheidungsproblem Words and phrases that almost rhyme †: (1 result) 4 syllables: candelabrum More ideas: — Try the advanced search interface for more ideas.
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The Annotated Turing
Petzold annotates Alan Turing's paper "On Computable Numbers, with an Application to the Entscheidungsproblem". Das Entscheidungsproblem Chapter 12: Logic and Computability Chapter 13: Computable Functions Chapter 14: The Major Proof Chapter 15: The Lambda Calculus wikipedia.org
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decision
decision (dɪˈsɪʒən) Also 5 decysion, 6 -syon, decisioun, desision. [a. F. décision (14th c. in Hatzf.), ad. L. dēcīsiōn-em cutting down, decision, n. of action from dēcīd-ĕre to decide.] 1. a. The action of deciding (a contest, controversy, question, etc.); settlement, determination.1490 Caxton Eney... Oxford English Dictionary
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Wilhelm Ackermann
This text contained the first exposition ever of first-order logic, and posed the problem of its completeness and decidability (Entscheidungsproblem). See also Ackermann's bijection Ackermann coding Ackermann function Ackermann ordinal Ackermann set theory Hilbert–Ackermann system Entscheidungsproblem wikipedia.org
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Andrew Kahr
His thesis was "A Minimal Reduction Class for the Entscheidungsproblem". Following that he attended Harvard Business School. wikipedia.org
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مسألة القرار (رياضيات)
خفض تورنغ وقف المشكلة لآلات تورنغ ل Entscheidungsproblem . ترتبط Entscheidungsproblem بمشكلة هيلبرت العاشرة والتي تطلب خوارزمية لتقرر إذا كانت معادلات ديوفانتين لها حل. wikipedia.org
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Church's (disambiguation)
See also Church's theorem, a 1936 solution to the Entscheidungsproblem by Alonso Church Church's thesis, a hypothesis in computability theory about functions wikipedia.org
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Heinrich Scholz
He was a peer of Alan Turing who mentioned Scholz when writing with regard to the reception of "On Computable Numbers, with an Application to the Entscheidungsproblem In this case, the work "On Computable Numbers, with an Application to the Entscheidungsproblem" from 1936, which Scholz had requested, and a postcard from wikipedia.org
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Timeline of mathematical logic
Mojzesj Presburger introduces Presburger arithmetic and proving its decidability and completeness. 1928 - Hilbert and Wilhelm Ackermann propose the Entscheidungsproblem Alan Turing introduces the Turing machine model proves the existence of universal Turing machines, and uses these results to settle the Entscheidungsproblem wikipedia.org
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Turing's proof
Summary of the proofs In his proof that the Entscheidungsproblem can have no solution, Turing proceeded from two proofs that were to lead to his final Summary of the third proof Here Turing proves "that the Hilbert Entscheidungsproblem can have no solution". wikipedia.org
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Principles of Mathematical Logic
The 1928 edition included a clear statement of the Entscheidungsproblem (decision problem) for FOL, and also asked whether that logic was complete (i.e wikipedia.org
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Alonzo Church
He is best known for the lambda calculus, the Church–Turing thesis, proving the unsolvability of the Entscheidungsproblem ("decision problem"), the Frege–Church The Church–Rosser theorem The lambda calculus emerged in his 1936 paper showing the unsolvability of the Entscheidungsproblem. wikipedia.org
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