Honami Sakamoto

collaborators

2 papers

math.NT2026

Positive characteristic analogues of finite algebraic numbers

Daichi Matsuzuki, Honami Sakamoto, Jun Ueki

J.~Rosen introduced the ring $P_{A}^{0}$ of so-called finite algebraic numbers, which may be seen as an analogue of certain periods in the ring $\mathcal{A}=\prod…

math.GT2025

Liminal $SL_{2} Z_{p}$ -representations and odd-th cyclic covers of genus one two-bridge knots

Honami Sakamoto, Ryoto Tange, Jun Ueki

Let $p$ be a prime number and let $K$ be a genus one two-bridge knot. In the spirit of arithmetic topology, we observe that if $p$ divides the size of the 1st homology group of som…

Positive characteristic analogues of finite algebraic numbers

Liminal SL2​Zp​-representations and odd-th cyclic covers of genus one two-bridge knots

Liminal $SL_{2} Z_{p}$ -representations and odd-th cyclic covers of genus one two-bridge knots