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Frobenius Alexander quandles, knot colorings, and isogeny classes of abelian varieties over finite fields
We introduce the notion of Frobenius Alexander quandles associated with abelian varieties over finite fields, and study them from both knot-theoretic and arithmetic viewpoints. We determine exactly for which rational primes a knot admits a nonconstant coloring by these quandles, in terms of the resu
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