Recent activity
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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
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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
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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
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commented on curve #3634
Specialization at T = 176 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 #3634 — rank ≥ 12, torsion ℤ/2ℤ, log |Δ| = 167.97
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commented on curve #3633
Specialization at T = -89/9 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 #3633 — rank ≥ 12, torsion ℤ/2ℤ, log |Δ| = 147.43
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commented on curve #3632
Specialization at t = -55/109, 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 #3632 — rank ≥ 12, torsion ℤ/2ℤ, log |Δ| = 144.31
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commented on curve #3631
Specialization at T = 121/9 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 #3631 — rank ≥ 12, torsion ℤ/2ℤ, log |Δ| = 154.76
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commented on curve #3630
Specialization at t = -13, 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 #3630 — rank ≥ 12, torsion ℤ/2ℤ, log |Δ| = 138.07
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commented on curve #3629
Specialization at T = -30/41 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 #3629 — rank ≥ 12, torsion ℤ/2ℤ, log |Δ| = 128.31
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commented on curve #3628
Specialization at t = 3/11, 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 #3628 — rank ≥ 11, torsion ℤ/2ℤ, log |Δ| = 133.33
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commented on curve #3627
Specialization at T = 115/2 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 #3627 — rank ≥ 11, torsion ℤ/2ℤ, log |Δ| = 142.60
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commented on curve #3626
Specialization at T = -62/9 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 #3626 — rank ≥ 11, torsion ℤ/2ℤ, log |Δ| = 131.94
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commented on curve #3625
Specialization at T = 38/9 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 #3625 — rank ≥ 11, torsion ℤ/2ℤ, log |Δ| = 125.28
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commented on curve #3624
Specialization at T = -26/27 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 #3624 — rank ≥ 11, torsion ℤ/2ℤ, log |Δ| = 124.54
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commented on curve #3623
Specialization at T = -106/5 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 #3623 — rank ≥ 11, torsion ℤ/2ℤ, log |Δ| = 147.43