The projective field of a weight one newform is the number field fixed by the kernel of its associated projective Galois representation $\bar\rho\colon \Gal(\overline\Q/\Q)\to \PGL_2(\C)$.
This number field is typically identified as the Galois closure of a sibling subfield with minimal degree and absolute discriminant.
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- Last edited by David Farmer on 2019-04-29 10:38:05
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