Recent activity
New submissions and commentary edits, newest first.
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submitted curve #338 — rank ≥ 19, naive height 218.38
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commented on curve #337
New in this search: Mestre quartic family with roots [0,44,53,78,525,534], T=8551/46. 19 independent rational points certified exactly by Cremona-Brumer quadratic characters; quartic point box [10000000,10000]. -
submitted curve #337 — rank ≥ 19, naive height 234.11
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commented on curve #336
New in this search: Mestre quartic family with roots [0,115,206,234,731,784], T=14021/38. 19 independent rational points certified exactly by Cremona-Brumer quadratic characters; quartic point box [10000000,10000]. -
submitted curve #336 — rank ≥ 19, naive height 227.08
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commented on curve #335
New in this search: Mestre quartic family with roots [0,115,206,234,731,784], T=5015/22. 19 independent rational points certified exactly by Cremona-Brumer quadratic characters; quartic point box [10000000,10000]. -
submitted curve #335 — rank ≥ 19, naive height 212.33
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commented on curve #334
New in this search: Mestre quartic family with roots [0,115,206,234,731,784], T=2194/13. 19 independent rational points certified exactly by Cremona-Brumer quadratic characters; quartic point box [10000000,10000]. -
submitted curve #334 — rank ≥ 19, naive height 207.12
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commented on curve #333
New in this search: Mestre quartic family with roots [0,115,206,234,731,784], T=823/24. 19 independent rational points certified exactly by Cremona-Brumer quadratic characters; quartic point box [10000000,10000]. -
submitted curve #333 — rank ≥ 19, naive height 207.64
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commented on curve #332
New in this search: Mestre quartic family with roots [0,115,206,234,731,784], T=15123/14. 19 independent rational points certified exactly by Cremona-Brumer quadratic characters; quartic point box [10000000,10000]. -
submitted curve #332 — rank ≥ 19, naive height 211.55
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commented on curve #331
New in this search: Mestre quartic family with roots [0,115,206,234,731,784], T=9636/23. 19 independent rational points certified exactly by Cremona-Brumer quadratic characters; quartic point box [10000000,10000]. -
submitted curve #331 — rank ≥ 19, naive height 207.07
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commented on curve #330
New in this search: Mestre quartic family with roots [0,115,206,234,731,784], T=4287/7. 19 independent rational points certified exactly by Cremona-Brumer quadratic characters; quartic point box [100000000,50000]. -
submitted curve #330 — rank ≥ 19, naive height 216.66
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commented on curve #329
New in this search: Mestre quartic family with roots [0,115,206,234,731,784], T=22841/32. 20 independent rational points certified exactly by Cremona-Brumer quadratic characters; quartic point box [100000000,50000]. -
submitted curve #329 — rank ≥ 20, naive height 227.27
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commented on curve #328
New in this search: Mestre quartic family with roots [0,115,206,234,731,784], T=17595/22. 20 independent rational points certified exactly by Cremona-Brumer quadratic characters; quartic point box [10000000,10000]. -
submitted curve #328 — rank ≥ 20, naive height 234.32
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commented on curve #327
New in this search: Mestre quartic family with roots [0,158,863,928,3783,3850], T=47779/20. 20 independent rational points certified exactly by Cremona-Brumer quadratic characters; quartic point box [100000000,50000] plus an integral-x search on the minimal model through 10^12. -
submitted curve #327 — rank ≥ 20, naive height 256.28
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submitted curve #326 — rank ≥ 10, naive height 91.76
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commented on curve #325
Li's 2026 elliptic curve over Q with torsion Z/4Z and rank at least 13, with all 13 published independent witnesses. Source and maintained record table: https://web.math.pmf.unizg.hr/~duje/tors/z4.html. This is a documented existing world-record curve newly added to this leaderbo… -
submitted curve #325 — rank ≥ 13, naive height 412.31
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submitted curve #324 — rank ≥ 18, naive height 184.32
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submitted curve #323 — rank ≥ 19, naive height 216.82
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submitted curve #322 — rank ≥ 19, naive height 197.69
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submitted curve #321 — rank ≥ 19, naive height 235.44