Dear Sage community,
We apologize for the premature announcement of the CoCC election. Our
ballot can actually be longer than originally announced! We hereby
retract the previous announcement and ballot. Any votes received up to
now are discarded,
so make sure to submit a vote, even if you already
submitted one in response to the original call.
Candidates
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We announce the following updated ballot, listed in alphabetical order
by last name:
Vincent Delecroix
Antoine Leudière
David Lowry-Duda
Vincent Macri
Gonzalo Tornaria
Methode of Equal Shares
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There are three positions to fill. The election outcome is determined
by the method of equal shares. The election proceeds in rounds: in
each round, one candidate is elected using the approval ballots, and
the voting power of voters who helped elect that candidate is reduced
proportionally before the next round. This process continues until all
seats have been filled.
To vote
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In order to vote, Please send an email to
sage-cocc-election...@slmail.mewith the names of all candidates that you approve of. You may approve
as many or as few candidates as you wish, thus there are 2**5=32
possibilities.
The election closes July 20, 23:59 (Anywhere on Earth; UTC-12).
Tie-breaking rule
---------------------------
If two or more candidates are tied in any round in a way that affects
the outcome of the election, the tie will first be broken in favor of
the candidate approved by the larger number of voters. If a tie
remains, it will be broken using the SHA-1 hash of the first merge
commit into the Sage-develop branch after the close of voting. The tied
candidates will be assigned distinct residues modulo n, where n is
the number of tied candidates, according to the order in which they
appear in the candidate list above (0, 1, …, n−1). The hash will be
interpreted as a stream of bytes. The first unused byte is reduced
modulo n. That candidate is chosen.
Best regards,
The 2026 Sage CoCC Election Committee