Recent activity

← home

2026-10-09 04:47:08 UTC · wgxli

submitted curve #4074 — rank ≥ 20, torsion ℤ/2ℤ, log |Δ| = 369.44
2026-10-09 04:25:39 UTC · wgxli

commented on curve #4073

2-isogenous to curve #4072
2026-10-09 04:25:39 UTC · wgxli

submitted curve #4073 — rank ≥ 20, torsion ℤ/2ℤ, log |Δ| = 374.37
2026-10-09 04:23:58 UTC · wgxli

commented on curve #4072

specialization at T = 60273/42619 of the rank-9 fibration of X808 given by: y^2 + (367T^2 + 35464T + 23700)xy = x(x + (51T - 727)(635T - 429)(6T + 13)(55T + 59))(x + (13T - 25)(2548T - 55)(375 - 272T)).
2026-10-09 04:23:58 UTC · wgxli

submitted curve #4072 — rank ≥ 20, torsion ℤ/2ℤ, log |Δ| = 364.54
2026-10-09 03:55:25 UTC · wgxli

commented on curve #4071

2-isogenous to curve #4070
2026-10-09 03:55:25 UTC · wgxli

submitted curve #4071 — rank ≥ 20, torsion ℤ/2ℤ, log |Δ| = 378.36
2026-10-09 03:51:12 UTC · wgxli

commented on curve #4070

specialization at T = -682893/97948 of the rank-9 fibration of X660 given by: y^2 + (4634T^2 + 5264T - 4032)xy = x(x + (43T - 5553)(93T - 193)(235T + 279))(x + (1 - 39T)(2220T - 961)(63T + 47)(T - 9)).
2026-10-09 03:51:12 UTC · wgxli

submitted curve #4070 — rank ≥ 20, torsion ℤ/2ℤ, log |Δ| = 376.70
2026-10-09 03:08:23 UTC · NDElkies

commented on curve #4069

smallest |disc| of a curve of naïve height at most 2^90 with this MW group
2026-10-09 03:08:23 UTC · NDElkies

submitted curve #4069 — rank ≥ 4, torsion ℤ/4ℤ, log |Δ| = 43.11
2026-10-09 03:05:45 UTC · NDElkies

commented on curve #4068

smallest Faltings height of a curve of naïve height at most 2^90 with this MW group
2026-10-09 03:05:44 UTC · NDElkies

submitted curve #4068 — rank ≥ 4, torsion ℤ/4ℤ, log |Δ| = 43.77 ☆ record for ℤ/4ℤ torsion, rank ≥ 4: Faltings height
2026-10-09 03:03:07 UTC · NDElkies

commented on curve #4067

second-smallest Faltings height of curves of naïve height at most 2^90 with this MW group
2026-10-09 03:03:07 UTC · NDElkies

submitted curve #4067 — rank ≥ 4, torsion ℤ/4ℤ, log |Δ| = 44.09
2026-10-09 03:00:37 UTC · NDElkies

commented on curve #4066

third-smallest Faltings height of curves of naïve height at most 2^90 with this MW group
2026-10-09 03:00:37 UTC · NDElkies

submitted curve #4066 — rank ≥ 4, torsion ℤ/4ℤ, log |Δ| = 46.12
2026-10-09 02:53:45 UTC · NDElkies

commented on curve #4065

smallest conductor of an elliptic curve with this MW group and naïve height at most 2^90
2026-10-09 02:53:45 UTC · NDElkies

submitted curve #4065 — rank ≥ 4, torsion ℤ/4ℤ, log |Δ| = 51.39 ☆ record for ℤ/4ℤ torsion, rank ≥ 4: conductor
2026-10-09 02:44:04 UTC · NDElkies

commented on curve #3526

minimal naïve height of an elliptic curve with this MW group, by exhaustive search
2026-10-08 22:49:30 UTC · wgxli

commented on curve #4064

2-isogenous to curve #4063
2026-10-08 22:49:30 UTC · wgxli

submitted curve #4064 — rank ≥ 20, torsion ℤ/2ℤ, log |Δ| = 365.46
2026-10-08 22:48:03 UTC · wgxli

commented on curve #4063

specialization at T = -9229/194873 of the rank-9 fibration of X588 given by: y^2 + (1744T^2 - 8532T - 607)xy = x(x + (63T - 109)(647T - 41)(7T - 2)(T + 95))(x + 9(111T - 40)(383T - 38)(87T - 16)(T + 5)).
2026-10-08 22:48:03 UTC · wgxli

submitted curve #4063 — rank ≥ 20, torsion ℤ/2ℤ, log |Δ| = 365.84
2026-10-08 21:47:07 UTC · wgxli

commented on curve #4062

2-isogenous to curve #4061
2026-10-08 21:47:07 UTC · wgxli

submitted curve #4062 — rank ≥ 20, torsion ℤ/2ℤ, log |Δ| = 349.32
2026-10-08 21:44:26 UTC · wgxli

commented on curve #4061

specialization at T = 88516/98303 of the rank-9 fibration of X552 given by: y^2 + 238(19T - 6)(5T - 3)xy = x(x + (12T - 29)(51T + 22)(79T + 22)(482T + 29))(x + 256(T - 22)(83T - 7)(21T - 2)(7T + 17)).
2026-10-08 21:44:26 UTC · wgxli

submitted curve #4061 — rank ≥ 20, torsion ℤ/2ℤ, log |Δ| = 355.00
2026-10-08 21:09:26 UTC · wgxli

commented on curve #4060

2-isogenous to curve #4059
2026-10-08 21:09:26 UTC · wgxli

submitted curve #4060 — rank ≥ 20, torsion ℤ/2ℤ, log |Δ| = 377.55