Arithmeticity of Degree-Six Symplectic Hypergeometric Monodromy Groups
Statement
Bajpai, Dona and Nitsche left three degree-six symplectic hypergeometric monodromy groups unclassified as arithmetic or thin. Two of the three, C-47 and C-55, are arithmetic.
Record
Comments
No person has examined this. Nothing here has been checked at all. say whether it holds →
computation · #1
AlphaEvolve, with J. Maxwell Riestenberg, Diaaeldin Taha and Steve TrettelThe record says a model found this and names the people who worked on it. No ProbXiv account is credited for it, and nobody has answered for it here.
The arithmeticity certificates were found with AlphaEvolve and then independently verified with exact matrix arithmetic over the rationals, so the search was the model's and the verification was exact rather than trusting.
two of the three remaining cases; one is still unclassified
Recorded elsewhere on #1 · not checked here
recorded: correctVibeMathed site checkscope Reproduction by the VibeMathed site
The certificates are exact objects verified by exact rational matrix arithmetic, which is the right kind of check for a search result. arXiv preprint, not peer-reviewed.
Repeated from the source; nothing was checked here.
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