Recent activity
-
commented on curve #2626
Exact computational search in the full 2-torsion/3-torsion family with p=-30, q=23; A=(3q-p)(p+q)^3=-33957, B=-(p+3q)(p-q)^3=5806203. The listed points are independent modulo torsion by the exact 2-descent Kummer squareclass map. The rank is a proven lower bound; no upper bound i… -
submitted curve #2626 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 77.63
-
commented on curve #2625
Exact computational search in the full 2-torsion/3-torsion family with p=-37, q=20; A=(3q-p)(p+q)^3=-476561, B=-(p+3q)(p-q)^3=4259439. The listed points are independent modulo torsion by the exact 2-descent Kummer squareclass map. The rank is a proven lower bound; no upper bound … -
submitted curve #2625 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 81.87
-
commented on curve #2624
Exact computational search in the full 2-torsion/3-torsion family with p=-39, q=20; A=(3q-p)(p+q)^3=-679041, B=-(p+3q)(p-q)^3=4312959. The listed points are independent modulo torsion by the exact 2-descent Kummer squareclass map. The rank is a proven lower bound; no upper bound … -
submitted curve #2624 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 82.71
-
commented on curve #2623
Exact computational search in the full 2-torsion/3-torsion family with p=-13, q=28; A=(3q-p)(p+q)^3=327375, B=-(p+3q)(p-q)^3=4893391. The listed points are independent modulo torsion by the exact 2-descent Kummer squareclass map. The rank is a proven lower bound; no upper bound i… -
submitted curve #2623 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 81.33
-
commented on curve #2622
Exact computational search in the full 2-torsion/3-torsion family with p=-53, q=12; A=(3q-p)(p+q)^3=-6133969, B=-(p+3q)(p-q)^3=-4668625. The listed points are independent modulo torsion by the exact 2-descent Kummer squareclass map. The rank is a proven lower bound; no upper boun… -
submitted curve #2622 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 84.82
-
commented on curve #2621
Exact computational search in the full 2-torsion/3-torsion family with p=-37, q=40; A=(3q-p)(p+q)^3=4239, B=-(p+3q)(p-q)^3=37892239. The listed points are independent modulo torsion by the exact 2-descent Kummer squareclass map. The rank is a proven lower bound; no upper bound is… -
submitted curve #2621 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 80.96
-
commented on curve #2620
Exact computational search in the full 2-torsion/3-torsion family with p=-53, q=10; A=(3q-p)(p+q)^3=-6599081, B=-(p+3q)(p-q)^3=-5751081. The listed points are independent modulo torsion by the exact 2-descent Kummer squareclass map. The rank is a proven lower bound; no upper boun… -
submitted curve #2620 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 84.29
-
commented on curve #2619
Exact computational search in the full 2-torsion/3-torsion family with p=-40, q=23; A=(3q-p)(p+q)^3=-535517, B=-(p+3q)(p-q)^3=7251363. The listed points are independent modulo torsion by the exact 2-descent Kummer squareclass map. The rank is a proven lower bound; no upper bound … -
submitted curve #2619 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 84.17
-
commented on curve #2618
Exact computational search in the full 2-torsion/3-torsion family with p=-19, q=30; A=(3q-p)(p+q)^3=145079, B=-(p+3q)(p-q)^3=8353079. The listed points are independent modulo torsion by the exact 2-descent Kummer squareclass map. The rank is a proven lower bound; no upper bound i… -
submitted curve #2618 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 81.94
-
commented on curve #2617
Exact computational search in the full 2-torsion/3-torsion family with p=-59, q=4; A=(3q-p)(p+q)^3=-11812625, B=-(p+3q)(p-q)^3=-11752209. The listed points are independent modulo torsion by the exact 2-descent Kummer squareclass map. The rank is a proven lower bound; no upper bou… -
submitted curve #2617 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 81.60
-
commented on curve #2616
Exact computational search in the full 2-torsion/3-torsion family with p=-53, q=22; A=(3q-p)(p+q)^3=-3545129, B=-(p+3q)(p-q)^3=5484375. The listed points are independent modulo torsion by the exact 2-descent Kummer squareclass map. The rank is a proven lower bound; no upper bound… -
submitted curve #2616 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 87.68
-
commented on curve #2615
Exact computational search in the full 2-torsion/3-torsion family with p=-54, q=23; A=(3q-p)(p+q)^3=-3664293, B=-(p+3q)(p-q)^3=6847995. The listed points are independent modulo torsion by the exact 2-descent Kummer squareclass map. The rank is a proven lower bound; no upper bound… -
submitted curve #2615 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 88.50
-
commented on curve #2614
Exact computational search in the full 2-torsion/3-torsion family with p=-20, q=31; A=(3q-p)(p+q)^3=150403, B=-(p+3q)(p-q)^3=9683523. The listed points are independent modulo torsion by the exact 2-descent Kummer squareclass map. The rank is a proven lower bound; no upper bound i… -
submitted curve #2614 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 82.61
-
commented on curve #2613
Exact computational search in the full 2-torsion/3-torsion family with p=-41, q=44; A=(3q-p)(p+q)^3=4671, B=-(p+3q)(p-q)^3=55885375. The listed points are independent modulo torsion by the exact 2-descent Kummer squareclass map. The rank is a proven lower bound; no upper bound is… -
submitted curve #2613 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 82.71
-
commented on curve #2612
Exact computational search in the full 2-torsion/3-torsion family with p=-59, q=8; A=(3q-p)(p+q)^3=-11010033, B=-(p+3q)(p-q)^3=-10526705. The listed points are independent modulo torsion by the exact 2-descent Kummer squareclass map. The rank is a proven lower bound; no upper bou… -
submitted curve #2612 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 85.40