Shun Ishii

activity

20232026

most citedOn Kummer characters arising from Galois actions on the pro-

p

fundamental groups of once-punctured CM elliptic curves

1 citations · 1 across the 5 of their papers we have counts for

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math.NT2023

On the kernels of the pro- $p$ outer Galois representations associated to once-punctured CM elliptic curves

Shun Ishii

In this paper, we compare a certain field arising from the pro- $p$ outer Galois representation associated to a once-punctured CM elliptic curve over an imaginary quadratic field $K…

math.NT2023★ 1 cited

On Kummer characters arising from Galois actions on the pro- $p$ fundamental groups of once-punctured CM elliptic curves

Shun Ishii

In this paper, we study certain Kummer characters arising from the pro- $p$ geometric fundamental groups of CM elliptic curves minus their origins (once-punctured CM elliptic curves…

On the kernels of the pro-p outer Galois representations associated to once-punctured CM elliptic curves

On Kummer characters arising from Galois actions on the pro-p fundamental groups of once-punctured CM elliptic curves

On the kernels of the pro- $p$ outer Galois representations associated to once-punctured CM elliptic curves

On Kummer characters arising from Galois actions on the pro- $p$ fundamental groups of once-punctured CM elliptic curves