Bob Hough
Published 2010-05-10, updated 2016-05-17Version 3
Averaging over imaginary quadratic fields, we prove, quantitatively, the equidistribution of CM points associated to 3-torsion classes in the class group. We conjecture that this equidistribution holds for points associated to ideals of any fixed odd order. We prove a partial equidistribution result in this direction and present empirical evidence.
A note on the distribution of Iwasawa invariants of imaginary quadratic fields
Heuristics for $p$-class towers of imaginary quadratic fields, with an Appendix by Jonathan Blackhurst
The 2-primary class group of certain hyperelliptic curves
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