Recent activity
-
commented on curve #3649
Specialization at T = 471/107 of the rank-9 fibration of X400, y^2 + (Lx+B)y = x(x+D)(x+E), given in the commentary of curve #802 (same T), found by searching small-height t = a/b for small conductor, with points from a 2-descent (PARI ellrank). -
submitted curve #3649 — rank ≥ 15, torsion ℤ/2ℤ, log |Δ| = 207.02
-
commented on curve #3648
Specialization at T = 544 of the rank-9 fibration of X400, y^2 + (Lx+B)y = x(x+D)(x+E), given in the commentary of curve #802 (same T), found by searching small-height t = a/b for small conductor, with points from a 2-descent (PARI ellrank). -
submitted curve #3648 — rank ≥ 15, torsion ℤ/2ℤ, log |Δ| = 191.25
-
commented on curve #3647
Specialization at t = 365/111, u = 11/5 of the Elkies-Klagsbrun family y^2 = x^3 + 2A(t,u)x^2 + B(t,u)x (arXiv:2003.00077, Sec. 9, eqs. (3)-(4)), found by searching small-height t = a/b for small conductor, with points from a 2-descent (PARI ellrank). -
submitted curve #3647 — rank ≥ 15, torsion ℤ/2ℤ, log |Δ| = 193.72
-
commented on curve #3646
Specialization at T = -565/1078 of the rank-9 fibration of X400, y^2 + (Lx+B)y = x(x+D)(x+E), given in the commentary of curve #802 (same T), found by searching small-height t = a/b for small conductor, with points from a 2-descent (PARI ellrank). -
submitted curve #3646 — rank ≥ 15, torsion ℤ/2ℤ, log |Δ| = 216.24
-
commented on curve #3645
Specialization at T = -419/177 of the rank-9 fibration of X400, y^2 + (Lx+B)y = x(x+D)(x+E), given in the commentary of curve #802 (same T), found by searching small-height t = a/b for small conductor, with points from a 2-descent (PARI ellrank). -
submitted curve #3645 — rank ≥ 15, torsion ℤ/2ℤ, log |Δ| = 206.75
-
commented on curve #3644
Specialization at t = 31/225, u = 2/5 of the Elkies-Klagsbrun family y^2 = x^3 + 2A(t,u)x^2 + B(t,u)x (arXiv:2003.00077, Sec. 9, eqs. (3)-(4)), found by searching small-height t = a/b for small conductor, with points from a 2-descent (PARI ellrank). -
submitted curve #3644 — rank ≥ 14, torsion ℤ/2ℤ, log |Δ| = 181.32
-
commented on curve #3643
Specialization at T = 595/198 of the rank-9 fibration of X400, y^2 + (Lx+B)y = x(x+D)(x+E), given in the commentary of curve #802 (same T), found by searching small-height t = a/b for small conductor, with points from a 2-descent (PARI ellrank). -
submitted curve #3643 — rank ≥ 14, torsion ℤ/2ℤ, log |Δ| = 199.99
-
commented on curve #3642
Specialization at t = -60/91, u = 2/5 of the Elkies-Klagsbrun family y^2 = x^3 + 2A(t,u)x^2 + B(t,u)x (arXiv:2003.00077, Sec. 9, eqs. (3)-(4)), found by searching small-height t = a/b for small conductor, with points from a 2-descent (PARI ellrank). -
submitted curve #3642 — rank ≥ 14, torsion ℤ/2ℤ, log |Δ| = 175.74
-
commented on curve #3641
Specialization at T = 18/271 of the rank-9 fibration of X400, y^2 + (Lx+B)y = x(x+D)(x+E), given in the commentary of curve #802 (same T), found by searching small-height t = a/b for small conductor, with points from a 2-descent (PARI ellrank). -
submitted curve #3641 — rank ≥ 14, torsion ℤ/2ℤ, log |Δ| = 192.91
-
commented on curve #3640
Specialization at T = 853/2 of the rank-9 fibration of X400, y^2 + (Lx+B)y = x(x+D)(x+E), given in the commentary of curve #802 (same T), found by searching small-height t = a/b for small conductor, with points from a 2-descent (PARI ellrank). -
submitted curve #3640 — rank ≥ 14, torsion ℤ/2ℤ, log |Δ| = 201.45
-
commented on curve #3639
Specialization at T = -23/90 of the rank-9 fibration of X400, y^2 + (Lx+B)y = x(x+D)(x+E), given in the commentary of curve #802 (same T), found by searching small-height t = a/b for small conductor, with points from a 2-descent (PARI ellrank). -
submitted curve #3639 — rank ≥ 13, torsion ℤ/2ℤ, log |Δ| = 159.85
-
commented on curve #3638
Specialization at T = 54/47 of the rank-9 fibration of X400, y^2 + (Lx+B)y = x(x+D)(x+E), given in the commentary of curve #802 (same T), found by searching small-height t = a/b for small conductor, with points from a 2-descent (PARI ellrank). -
submitted curve #3638 — rank ≥ 13, torsion ℤ/2ℤ, log |Δ| = 157.77
-
commented on curve #3637
Specialization at T = -265/63 of the rank-9 fibration of X400, y^2 + (Lx+B)y = x(x+D)(x+E), given in the commentary of curve #802 (same T), found by searching small-height t = a/b for small conductor, with points from a 2-descent (PARI ellrank). -
submitted curve #3637 — rank ≥ 13, torsion ℤ/2ℤ, log |Δ| = 155.52
-
commented on curve #3636
Specialization at T = 311/126 of the rank-9 fibration of X400, y^2 + (Lx+B)y = x(x+D)(x+E), given in the commentary of curve #802 (same T), found by searching small-height t = a/b for small conductor, with points from a 2-descent (PARI ellrank). -
submitted curve #3636 — rank ≥ 13, torsion ℤ/2ℤ, log |Δ| = 187.35
-
commented on curve #3635
Specialization at t = -31/84, u = 11/5 of the Elkies-Klagsbrun family y^2 = x^3 + 2A(t,u)x^2 + B(t,u)x (arXiv:2003.00077, Sec. 9, eqs. (3)-(4)), found by searching small-height t = a/b for small conductor, with points from a 2-descent (PARI ellrank). -
submitted curve #3635 — rank ≥ 13, torsion ℤ/2ℤ, log |Δ| = 149.30