Current Ph.D Students

・Naoto Dainobu

Papers
1. Ideal class groups of number fields and Bloch- Kato's Tate- Shafarevich groups for symmetric powers of elliptic curves, to appear in Tokyo Journal of Matematics, see Advance Publication in Project Euclid.

2. On an explicit reciprocity law in local class field theory via (φ, Γ)- modules

3. On ideal class groups of number fields and Selmer groups of modular Galois representations


・Takumi Yoshida

Papers
1. On the 2-part of the Birch-Swinnerton-Dyer conjecture for elliptic curves with complex multiplication by the ring of integers of Q( √ −7)

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