New algorithm computes rational torsion on Jacobians of plane quartics by matching mod-p upper bounds with explicit torsion-point searches over Q and small fields.
Thirteenth Algorithmic Number Theory Symposium (ANTS XIII) , Open Book Series 2 (2019), 443--459
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Computing torsion for plane quartics without using height bounds
New algorithm computes rational torsion on Jacobians of plane quartics by matching mod-p upper bounds with explicit torsion-point searches over Q and small fields.