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curve #4383

y2 = x3 − x2 − 677306627965757529626257935159540433x + 119301667254399453475376497157678435925462248950082737
a-invariants
[0, -1, 0, -677306627965757529626257935159540433, 119301667254399453475376497157678435925462248950082737]
c-invariants
[32510718142356361422060380887657940800, -103076640507801127607660984690096000107237097766923840000]
rank (lower bound)
≥ 12
torsion subgroup
ℤ/2ℤ × ℤ/2ℤ
conductor (N)
734375670289085539129194693801768623503331947200
discriminant (Δ)
13736866607123642983650570238897861445683593961485813915260222287850955952451747557275032044110892495104000000
Faltings height
19.6397
naive height
259.1239
primes of bad reduction
2, 3, 5, 11, 17, 31, 37, 43, 47, 71, 89, 97, 137, 197, 433, 877, 1093, 1153, 2423, 50671, 363119
regulator
523911721948.80802126602924787299055794444669389746648449082679
submitted by
Volkan Dagli
submitted at
last updated

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Commentary

BASE dujella/z2z2old1011121314.html#pre19 + Werr 4-Pillar Multi-Layer Algebraic Sieve conductor factorization.

last edited by Volkan Dagli at · history

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