Published November 9, 2026
| Version v1
Dataset
Open
Certifying the Riemann hypothesis up to 10⁷ in Lean
Authors/Creators
Description
Build artifacts, logs and zero store for a Lean 4 build of the formal proof that all nontrivial zeros of the Riemann zeta function with imaginary part in $(-T, T)$, for $T = 10,001,072$, lie on the critical line. This range contains $21,138,563$ zeros with positive imaginary part.
Code that the build ran: https://github.com/smmercuri/zeta, tag v1-1e7 (commit 56dc839). Toolchain: leanprover/lean4:v4.33.1.
Files
README.md
Files
(5.6 GB)
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md5:c202873eb0e2966c4aed1c5b5096cf74
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4.8 kB | Preview Download |
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md5:ba1454c372ab308243b26c51d650fa04
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3.0 kB | Preview Download |
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md5:8ba59050e03e143d8a5502fffc19a9d6
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12.4 MB | Download |
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md5:7c5098ce21aeee33c51c157176663965
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109 Bytes | Download |
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md5:93edbc79b7b20559ac71295d0813ba9b
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5.3 GB | Download |
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md5:7af1f0d518741bdfe9870848bc886668
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102 Bytes | Download |
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md5:c91d4800759489097576398044d095c9
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208.0 MB | Download |
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md5:ffb3e3cc12a49b28e6d32dd4e821cdb3
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97 Bytes | Download |
Additional details
Software
- Repository URL
- https://github.com/smmercuri/zeta
- Programming language
- Python , Lean
- Development Status
- Active