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The undecidability of the generalized Collatz problem - Kurtz - 69 個引述 … conjecture. A case study in mathematical problem … - Van Bendegem - 34 個引述 … over integers: Compilations and undecidability - Gnad - 5 個引述 | |
The Undecidability of the Generalized Collatz Problem
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由 SA Kurtz 著作2007被引用 69 次 — The Collatz problem, widely known as the 3x + 1 problem, asks whether or not a certain simple iterative process halts on all inputs.
The Undecidability of the Generalized Collatz Problem
The University of Chicago
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由 SA Kurtz 著作2006被引用 69 次 — The Collatz problem, widely known as the 3x + 1 problem, asks whether or not a certain simple iterative process halts on all inputs. We build on ...
On The Undecidability of the Generalized Collatz Problem
Julien Malka
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由 J Malka 著作 — The Generalized Collatz Problem is undecidable. 3 Some preliminary tools. The proof of the above theorem requires prior knowledge of several models of ...
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How could the Collatz conjecture possibly be undecidable?
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2015年2月19日 — It turns out the problem is undecidable: there is no algorithm that can take as input a Collatz-like function and offer as output a yes/no determination of ...
5 個答案 · 最佳解答: The original Collatz problem concerns the 3x+1 function in particular. The generalized problem ...
The Undecidability of the Generalized Collatz Problem
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The Collatz problem, widely known as the 3x + 1 problem, asks whether or not a certain simple iterative process halts on all inputs. In this paper, we build ...
The Undecidability of the Generalized Collatz Problem
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由 SA Kurtz 著作2007被引用 69 次 — As of this writing, the Collatz problem remains open, and mathematicians continue their attacks to try to settle it, and the diverse related questions inspired ...
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The undecidability of the generalized Collatz problem
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2007年5月22日 — The Collatz problem, widely known as the 3x + 1 problem, asks whether or not a certain simple iterative process halts on all inputs.
The Undecidability of the Generalized Collatz Problem
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This paper shows that a natural generalization of the Collatz problem is Π20 complete, which is to say, a certain simple iterative process halts on all ...
Is the undecidability of the Collatz conjecture proven ...
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2019年6月22日 — No. You can ask if the Collatz Conjecture is known to be independent of PA, or ZFC, or some other system, and it's not known to be.
Is the Collatz Conjecture unprovable? : r/math
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2014年3月13日 — In 1972, JH Conway proved that a natural generalization of the Collatz problem is algorithmically undecidable. Obviously you can't prove it using brute force.