List of Busy Beaver Papers: Difference between revisions

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Starting this page, will attempt to add as many papers as I can find
 
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!Published
!Published
!DOI
!DOI
!Download
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|On Non-Computable Functions
|T. Rado
|May 1962
|10.1002/j.1538-7305.1962.tb00480.x
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|On a simple source for non-computable functions
|T. Rado
|1963
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|https://docs.bbchallenge.org/papers/Rado1963.pdf
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|A lower bound RADO's sigma function for binary turing machines
|Milton W. Green
|1964*
|10.1109/SWCT.1964.3
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|Solutions of restricted cases of the halting problem applied to the determination of particular values of a non-computable function
|Allen H. Brady
|10 December 1964
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|http://ir.library.oregonstate.edu/concern/graduate_thesis_or_dissertations/zk51vk21c
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|The Conjectured Highest Scoring Machines for Rado's Σ(k) for the Value k = 4
|The Conjectured Highest Scoring Machines for Rado's Σ(k) for the Value k = 4
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|31 October 1966
|31 October 1966
|10.1109/PGEC.1966.264572
|10.1109/PGEC.1966.264572
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|The solution to Rado's busy beaver game is now decided for k = 4. Preliminary report. (Abstract)
|Allen H. Brady
|January 1975
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|https://www.ams.org/journals/notices/197501/197501FullIssue.pdf<nowiki/>**
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<nowiki>*</nowiki>(Possibly between November 11th and November 13th, could not locate source)
<nowiki>**</nowiki>A-25, PDF Page 109.

Latest revision as of 16:46, 2 December 2025

Title Author Published DOI Download
On Non-Computable Functions T. Rado May 1962 10.1002/j.1538-7305.1962.tb00480.x
On a simple source for non-computable functions T. Rado 1963 https://docs.bbchallenge.org/papers/Rado1963.pdf
A lower bound RADO's sigma function for binary turing machines Milton W. Green 1964* 10.1109/SWCT.1964.3
Solutions of restricted cases of the halting problem applied to the determination of particular values of a non-computable function Allen H. Brady 10 December 1964 http://ir.library.oregonstate.edu/concern/graduate_thesis_or_dissertations/zk51vk21c
The Conjectured Highest Scoring Machines for Rado's Σ(k) for the Value k = 4 Allen H. Brady 31 October 1966 10.1109/PGEC.1966.264572
The solution to Rado's busy beaver game is now decided for k = 4. Preliminary report. (Abstract) Allen H. Brady January 1975 https://www.ams.org/journals/notices/197501/197501FullIssue.pdf**

*(Possibly between November 11th and November 13th, could not locate source)

**A-25, PDF Page 109.