Recent activity
New submissions and commentary edits, newest first.
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submitted curve #357 — rank ≥ 8, naive height 53.81
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submitted curve #356 — rank ≥ 29, naive height 394.24
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commented on curve #355
Found in the Mestre-family search; the listed 20 rational points are independently certified (roots=[0, 239, 3790, 4812, 4879, 5762], T=13522/7). -
submitted curve #355 — rank ≥ 20, naive height 256.18
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submitted curve #354 — rank ≥ 8, naive height 74.66
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submitted curve #353 — rank ≥ 9, naive height 64.87
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submitted curve #352 — rank ≥ 7, naive height 49.51
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submitted curve #351 — rank ≥ 25, naive height 297.59
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submitted curve #350 — rank ≥ 7, naive height 60.88
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submitted curve #349 — rank ≥ 10, naive height 86.16
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submitted curve #348 — rank ≥ 8, naive height 62.81
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commented on curve #347
Found with Rank Hunter v0.7.21; family=Mestre/Fermigier sextuple, generic rank >=11; parameter=14829/16; local status: rigorous rank lower bound >= 19. -
submitted curve #347 — rank ≥ 19, naive height 204.30
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commented on curve #346
Found with Rank Hunter v0.7.21; family=Mestre/Fermigier sextuple, generic rank >=11; parameter=57894/65; local status: rigorous rank lower bound >= 19. -
submitted curve #346 — rank ≥ 19, naive height 220.38
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commented on curve #345
Found with Rank Hunter v0.7.21; family=Mestre/Fermigier sextuple, generic rank >=11; parameter=9736/9; local status: rigorous rank lower bound >= 19. -
commented on curve #345
Found with Rank Hunter v0.7.21; family=Mestre/Fermigier sextuple, generic rank >=11; parameter=9736/9; local status: rigorous rank lower bound >= 18. -
submitted curve #345 — rank ≥ 19, naive height 195.95
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submitted curve #344 — rank ≥ 11, naive height 117.55
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commented on curve #343
New in this search: Mestre quartic family with roots [0,115,206,234,731,784], T=14639/10. 19 independent rational points certified exactly by Cremona-Brumer quadratic characters; quartic point box [10000000,10000]. -
submitted curve #343 — rank ≥ 19, naive height 230.15
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commented on curve #342
New in this search: Mestre quartic family with roots [0,115,206,234,731,784], T=9693/14. 19 independent rational points certified exactly by Cremona-Brumer quadratic characters; quartic point box [10000000,10000]. -
submitted curve #342 — rank ≥ 19, naive height 219.84
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commented on curve #341
New in this search: Mestre quartic family with roots [0,115,206,234,731,784], T=5494/7. 19 independent rational points certified exactly by Cremona-Brumer quadratic characters; quartic point box [10000000,10000]. -
submitted curve #341 — rank ≥ 19, naive height 201.50
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commented on curve #340
New in this search: Mestre quartic family with roots [0,113,550,753,868,1058], T=1889/7. 19 independent rational points certified exactly by Cremona-Brumer quadratic characters; quartic point box [10000000,10000]. -
submitted curve #340 — rank ≥ 20, naive height 202.62
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commented on curve #339
New in this search: Mestre quartic family with roots [0,113,550,753,868,1058], T=6141/11. 19 independent rational points certified exactly by Cremona-Brumer quadratic characters; quartic point box [10000000,10000]. -
submitted curve #339 — rank ≥ 19, naive height 216.72
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commented on curve #338
New in this search: Mestre quartic family with roots [0,158,863,928,3783,3850], T=9037/2. 19 independent rational points certified exactly by Cremona-Brumer quadratic characters; quartic point box [10000000,10000].