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curve #4384

y2 = x3 − 92837395950033552980700x + 11530379178598796179215630517096000
a-invariants
[0, 0, 0, -92837395950033552980700, 11530379178598796179215630517096000]
c-invariants
[4456195005601610543073600, -9962247610309359898842304766770944000]
rank (lower bound)
≥ 9
torsion subgroup
ℤ/4ℤ
conductor (N)
7205437693496481352981077600
discriminant (Δ)
-6224947956321800094428646916287541945211569366157401151175888960000000
Faltings height
12.1427
naive height
170.3837
primes of bad reduction
2, 3, 5, 31, 37, 43, 79, 257, 263, 3323, 5237, 218357
regulator
48434881061.691945984679811042814013404209887027788912568
submitted by
Volkan Dagli
submitted at
last updated

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Commentary

BASE records/family_Z4.md#49 + Werr 4-Pillar Multi-Layer Algebraic Sieve conductor factorization.

last edited by Volkan Dagli at · history

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