Recent activity
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improved curve #2190 from rank ≥ 1 to rank ≥ 2 — torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 96.32
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improved curve #2189 from rank ≥ 1 to rank ≥ 2 — torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 98.88
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improved curve #2188 from rank ≥ 1 to rank ≥ 2 — torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 98.02
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commented on curve #3928
Eroshkin - Voznyy (2026) -
submitted curve #3928 — rank ≥ 11, torsion ℤ/3ℤ, log |Δ| = 241.48
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commented on curve #3927
Eroshkin - Voznyy (2026) -
submitted curve #3927 — rank ≥ 11, torsion ℤ/3ℤ, log |Δ| = 232.91
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commented on curve #3926
(Amusing coincidence: the ln(N) of this curve matches the primary laser-cooling transition of the BaF molecule in THz to 8 significant figures. This number has been burned into my head since undergrad.) Specialization at T = 229817/49160 of the rank-17 fibration of X1152 given… -
commented on curve #3926
(Amusing coincidence: the ln(N) of this curve matches the primary laser-cooling transition of the BaF molecule in THz to 8 significant figures. This number has been burned into my head since undergrad.) -
submitted curve #3926 — rank ≥ 31, log |Δ| = 416.63
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commented on curve #3925
Eroshkin - Voznyy (2026) -
submitted curve #3925 — rank ≥ 10, torsion ℤ/3ℤ, log |Δ| = 204.53
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commented on curve #3924
Eroshkin - Voznyy (2026) -
submitted curve #3924 — rank ≥ 10, torsion ℤ/3ℤ, log |Δ| = 188.94
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commented on curve #3923
Eroshkin - Voznyy (2026) -
submitted curve #3923 — rank ≥ 10, torsion ℤ/3ℤ, log |Δ| = 186.04
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commented on curve #3922
Eroshkin - Voznyy (2026) -
submitted curve #3922 — rank ≥ 11, torsion ℤ/3ℤ, log |Δ| = 235.55
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commented on curve #3921
Eroshkin - Voznyy (2026) -
submitted curve #3921 — rank ≥ 11, torsion ℤ/3ℤ, log |Δ| = 227.08
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commented on curve #3920
Eroshkin - Voznyy (2026) -
submitted curve #3920 — rank ≥ 11, torsion ℤ/3ℤ, log |Δ| = 214.74
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recorded the primes of bad reduction of curve #3919 — rank ≥ 28, log |Δ| = 303.98
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submitted curve #3919 — rank ≥ 28, log |Δ| = 303.98
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commented on curve #3845
Specialization at T = 371329/82037 of the rank-16 fibration of X1152 given by: y^2 + (Lx+B)y = x(x+D)(x+E), where B = pE + qD + pq(L-p-q), L = 2896392T^2 + 606968T - 327316, p = (-2T + 7)(349613T - 45625), q = 9315(85T - 37), D = -340(2T - 7)(99857043T^3 - 472240596T^2 + 1… -
commented on curve #3593
Specialization at T = 1724318/357675 of the rank-17 fibration of X1152 given by: y^2 + (Lx+B)y = x(x+D)(x+E), where B = pE + qD + pq(L-p-q), L = 264419T^2 - 504384T + 75701, p = -95942T^2 - 182785T + 5472, q = 8310T^2 - 15587T + 271053, D = 7007510972T^4 - 10559535372T^3 -… -
commented on curve #3587
Specialization at T = 615941/344779 of the rank-17 fibration of X1152 given by: y^2 - (Lx+B)y = x(x+D)(x+E), where B = pq(L+p+q) - pE - qD, L = 53225T^2 - 5382T - 1649296, p = 23392T^2 - 388744T + 321049, q = 3225T^2 + 41465T + 91436, D = -1945905216T^4 - 372233272T^3 + 12… -
commented on curve #848
Specialization at T = 1156/90195 of the rank-17 fibration of X1152 given by: y^2 + (Lx+B)y = x(x+D)(x+E), where B = pE + qD + pq(L-p-q), L = 13930T^2 - 58222T - 116429, p = 22484T^2 + 15779T - 2958, q = 664169T^2 - 1950111T + 11356, D = 4(5453310324T^4 - 7247452517T^3 - 94… -
commented on curve #846
Specialization at T = 184419/28586 of the rank-17 fibration of X1152 given by: y^2 - (Lx+B)y = x(x+D)(x+E), where B = pq(L+p+q) - pE - qD, L = 317507T^2 + 50266T - 4769, p = 27228T^2 - 6004T - 130904, q = 6544T^2 - 435155T + 49011, D = 9278051832T^4 - 5997890895T^3 - 21678… -
commented on curve #3857
Specialization at T = 252412/56053 of the rank-17 fibration of X1152 given by: y^2 + (Lx+B)y = x(x+D)(x+E), where B = pE + qD + pq(L-p-q), L = 38419T^2 + 593484T + 658805, p = 23(2890T^2 + 4251T - 6514), q = 11819T^2 + 257358T + 594567, D = 23(28084890T^4 - 419528527T^3 + …