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Parity conjecture for nonvanishing of the plectic Tate invariant
Let $F$ be the base field, let $E/F$ be the quadratic extension, let $A_{/F}$ be the elliptic curve, and let $S$ be the set of $r$ primes used to define the plectic invariant…
Conjecturesolvedelliptic-curves p-adic-invariants root-numbersarXiv posted 2 days ago

Parity conjecture for nonvanishing of the plectic Tate invariant