List of Busy Beaver Papers: Difference between revisions

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Add doi template (and move page note up into the table.
Use full Radó name and shorten Download column width so more things fit.
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|On Non-Computable Functions
|On Non-Computable Functions
|T. Rado
|Tibor Radó
|May 1962
|May 1962
|{{doi|10.1002/j.1538-7305.1962.tb00480.x}}
|{{doi|10.1002/j.1538-7305.1962.tb00480.x}}
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|On a simple source for non-computable functions
|On a simple source for non-computable functions
|T. Rado
|Tibor Radó
|1963
|1963
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|https://docs.bbchallenge.org/papers/Rado1963.pdf
|[https://docs.bbchallenge.org/papers/Rado1963.pdf PDF]
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|A Lower Bound on Rado's Sigma-Function for Binary Turing Machines
|A Lower Bound on Rado's Sigma-Function for Binary Turing Machines
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|10 December 1964
|10 December 1964
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|http://ir.library.oregonstate.edu/concern/graduate_thesis_or_dissertations/zk51vk21c
|[http://ir.library.oregonstate.edu/concern/graduate_thesis_or_dissertations/zk51vk21c Thesis Archive]
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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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|January 1975
|January 1975
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|https://www.ams.org/journals/notices/197501/197501FullIssue.pdf (A-25, PDF Page 109)
|[https://www.ams.org/journals/notices/197501/197501FullIssue.pdf PDF] (A-25, PDF Page 109)
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Revision as of 15:29, 4 December 2025

Title Author Published DOI Download
On Non-Computable Functions Tibor Radó May 1962 doi:10.1002/j.1538-7305.1962.tb00480.x
On a simple source for non-computable functions Tibor Radó 1963 PDF
A Lower Bound on Rado's Sigma-Function for Binary Turing Machines Milton W. Green 1964 November 11-13 doi: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 Thesis Archive
The Conjectured Highest Scoring Machines for Rado's Σ(k) for the Value k = 4 Allen H. Brady 31 October 1966 doi: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 PDF (A-25, PDF Page 109)