Recent activity
-
commented on curve #2603
Exact computational search in the full 2-torsion/3-torsion family with p=-1, q=52; A=(3q-p)(p+q)^3=20826207, B=-(p+3q)(p-q)^3=23075935. 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 #2603 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 91.32
-
commented on curve #2602
Exact computational search in the full 2-torsion/3-torsion family with p=-45, q=32; A=(3q-p)(p+q)^3=-309777, B=-(p+3q)(p-q)^3=23283183. 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 #2602 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 87.62
-
commented on curve #2601
Exact computational search in the full 2-torsion/3-torsion family with p=-15, q=44; A=(3q-p)(p+q)^3=3585183, B=-(p+3q)(p-q)^3=24029343. 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 #2601 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 92.30
-
commented on curve #2600
Exact computational search in the full 2-torsion/3-torsion family with p=-23, q=40; A=(3q-p)(p+q)^3=702559, B=-(p+3q)(p-q)^3=24254559. 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 #2600 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 89.34
-
commented on curve #2599
Exact computational search in the full 2-torsion/3-torsion family with p=-60, q=31; A=(3q-p)(p+q)^3=-3731517, B=-(p+3q)(p-q)^3=24867843. 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 #2599 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 93.12
-
commented on curve #2598
Exact computational search in the full 2-torsion/3-torsion family with p=-53, q=46; A=(3q-p)(p+q)^3=-65513, B=-(p+3q)(p-q)^3=82475415. 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 #2598 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 89.55
-
commented on curve #2597
Exact computational search in the full 2-torsion/3-torsion family with p=-51, q=40; A=(3q-p)(p+q)^3=-227601, B=-(p+3q)(p-q)^3=51996399. 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 #2597 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 90.20
-
commented on curve #2596
Exact computational search in the full 2-torsion/3-torsion family with p=-1, q=56; A=(3q-p)(p+q)^3=28117375, B=-(p+3q)(p-q)^3=30927231. 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 #2596 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 92.95
-
commented on curve #2595
Exact computational search in the full 2-torsion/3-torsion family with p=-33, q=46; A=(3q-p)(p+q)^3=375687, B=-(p+3q)(p-q)^3=51769095. 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 #2595 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 91.16
-
commented on curve #2594
Exact computational search in the full 2-torsion/3-torsion family with p=-23, q=44; A=(3q-p)(p+q)^3=1435455, B=-(p+3q)(p-q)^3=32783167. 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 #2594 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 91.94
-
commented on curve #2593
Exact computational search in the full 2-torsion/3-torsion family with p=-53, q=38; A=(3q-p)(p+q)^3=-563625, B=-(p+3q)(p-q)^3=45967831. 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 #2593 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 91.54
-
commented on curve #2592
Exact computational search in the full 2-torsion/3-torsion family with p=-7, q=58; A=(3q-p)(p+q)^3=24009831, B=-(p+3q)(p-q)^3=45862375. 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 #2592 — rank ≥ 3, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 97.52
-
commented on curve #2591
Exact computational search in the full 2-torsion/3-torsion family with p=-41, q=52; A=(3q-p)(p+q)^3=262207, B=-(p+3q)(p-q)^3=92501055. 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 #2591 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 92.77
-
commented on curve #2590
Exact computational search in the full 2-torsion/3-torsion family with p=-29, q=48; A=(3q-p)(p+q)^3=1186607, B=-(p+3q)(p-q)^3=52501295. 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 #2590 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 93.49
-
commented on curve #2589
Exact computational search in the full 2-torsion/3-torsion family with p=-29, q=60; A=(3q-p)(p+q)^3=6226319, B=-(p+3q)(p-q)^3=106450319. 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 #2589 — rank ≥ 2, torsion ℤ/2ℤ × ℤ/6ℤ, log |Δ| = 99.56