Statistics for anticyclotomic Iwasawa invariants of elliptic curves

Author:

Hatley Jeffrey,Kundu Debanjana,Ray Anwesh

Publisher

Springer Science and Business Media LLC

Reference63 articles.

1. Adam, M., Malle, G.: A class group heuristic based on the distribution of 1-eigenspaces in matrix groups. J. Number Theory 149, 225–235 (2015)

2. Agboola, A., Castella, F.: On anticyclotomic variants of the p-adic Birch–Swinnerton–Dyer conjecture. J. Théor. Nombres Bordeaux, Iwasawa 2019 special issue (to appear) (2019)

3. Bertolini, M.: Selmer groups and Heegner points in anticyclotomic $$\mathbb{Z} _p$$-extensions. Compos. Math. 99(2), 153–182 (1995)

4. Bertolini, M., Darmon, H.: Iwasawa’s main conjecture for elliptic curves over anticyclotomic $${\mathbb{Z}} _p$$-extensions. Ann. Math., 1–64 (2005)

5. Bertolini, M., Darmon, H., Prasanna, K.: Generalized Heegner cycles and $$p$$-adic Rankin $$L$$-series. Duke Math J. 162(6), 1033–1148 (2013)

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