Real Multiplication and . . .

@inproceedings{Manin2002RealMA,
  title={Real Multiplication and . . .},
  author={Yu. I. Manin},
  year={2002}
}
  • Yu. I. Manin
  • Published 2002
Classical theory of Complex Multiplication (CM) shows that all abelian extensions of a complex quadratic field K are generated by the values of appropriate modular functions at the points of finite order of elliptic curves whose endomorphism rings are orders in K. For real quadratic fields, a similar description is not known. However, the relevant (still… CONTINUE READING