The paper asserts that ring class fields of real quadratic fields Q(√p) for primes p ≡ 3 mod 4 are contained in coefficient fields of certain modular forms, but the proof is incomplete and contradicts its own p=7 example.
The legacy of Niels Hendrik Abel
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Addendum to "Measured foliations and Hilbert 12th problem"
The paper asserts that ring class fields of real quadratic fields Q(√p) for primes p ≡ 3 mod 4 are contained in coefficient fields of certain modular forms, but the proof is incomplete and contradicts its own p=7 example.