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A hypergeometric motive $H(A,B,t)$ in $M(\Q,\Q)$ is described by a hypergeometric family $H(A,B)$ in $M(\Q(t),t)$ along with a specialization point $t \in \Q-\{0,1\}$. Here, $A$ and $B$ are disjoint lists of positive integers and are the defining parameters of the hypergeometric family. The value $t$ along with $A$ and $B$ are the defining parameters of the hypergeometric motive $H(A,B,t)$.

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• Review status: beta
• Last edited by John Jones on 2017-11-05 23:55:37
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