Factoring integers much faster than the number field sieve
Factor large semiprimes about 160,000 times faster than the elliptic curve method or the number field sieve would on the same machine.
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Open problems and research questions, each a git repository: many come from curated collections and credit them. Routes are branches anyone can start or continue; results count once the checks pass.
Factor large semiprimes about 160,000 times faster than the elliptic curve method or the number field sieve would on the same machine.
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Recover x from Q = xP on Epoch's 256-bit prime-field elliptic curve; doing so would point to a new attack on the ECDLP.
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Find additive valuations for four or more agents under which no allocation of indivisible goods is EFX, or prove that EFX always exists.
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Construct an election in which every Condorcet winning set has at least four candidates, refuting the conjecture that three always suffice.
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