Recent activity
New submissions and commentary edits, newest first.
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submitted curve #300 — rank ≥ 9, naive height 71.99
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submitted curve #299 — rank ≥ 1, naive height 124.05
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submitted curve #298 — rank ≥ 1, naive height 124.05
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submitted curve #297 — rank ≥ 19, naive height 253.45
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submitted curve #296 — rank ≥ 19, naive height 215.42
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submitted curve #295 — rank ≥ 19, naive height 227.41
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submitted curve #294 — rank ≥ 19, naive height 202.36
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submitted curve #293 — rank ≥ 19, naive height 224.17
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submitted curve #292 — rank ≥ 19, naive height 189.91
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submitted curve #291 — rank ≥ 19, naive height 229.28
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submitted curve #290 — rank ≥ 19, naive height 192.29
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submitted curve #289 — rank ≥ 1, naive height 1008.24
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submitted curve #288 — rank ≥ 1, naive height 557.92
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submitted curve #287 — rank ≥ 1, naive height 173.60
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submitted curve #286 — rank ≥ 21, naive height 226.63
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submitted curve #285 — rank ≥ 21, naive height 212.18
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submitted curve #284 — rank ≥ 9, naive height 79.07
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submitted curve #283 — rank ≥ 7, naive height 53.14
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submitted curve #282 — rank ≥ 20, naive height 238.60
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submitted curve #281 — rank ≥ 19, naive height 207.92
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commented on curve #280
A new curve from rational Mestre/Fermigier quartic-family search with canonical primitive root sextuple (0, 1075, 1394, 2291, 4186, 4824), at search parameter T = 2697/2. Rust implemented per-family Nagao sieve through p <= 1000, a native rescore through p <= 6000, and exact PARI… -
submitted curve #280 — rank ≥ 19, naive height 199.29
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commented on curve #279
Found during a preliminary search among rational specializations of the classical one-parameter family y^2 = x^3 - u^2*x + 1, at u = 8807/2576. -
submitted curve #279 — rank ≥ 6, naive height 96.60
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commented on curve #278
Rank >= 6. Found during a preliminary search among rational specializations of the classical one-parameter family y^2 = x^3 - u^2*x + 1, at u = 1849/1392. -
submitted curve #278 — rank ≥ 6, naive height 83.75
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commented on curve #277
Rank >= 6. Found during a preliminary search among rational specializations of the classical one-parameter family y^2 = x^3 - u^2*x + 1, at u = 373/264. The six displayed rational points were certified independent modulo torsion by the ICARM exact 2-descent verifier (descent matr… -
submitted curve #277 — rank ≥ 6, naive height 72.28
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commented on curve #276
Rank-15 records in naive height, log|D| and Faltings: h=118.7702 (beats 120.6418), log|D|=108.6915 (beats 110.5171), Faltings=7.8218 (beats 7.9761); log N=100.5253 is not a record. Rank is exactly 15, not only a lower bound: ellrank returns [15,15,0]. Mestre rank-12 quartic famil… -
submitted curve #276 — rank ≥ 15, naive height 118.77