Yurina Katagiri

collaborators

2 papers

math.NT2026

A difference formula of $p$ -adic height pairings via the Bloch-Kato logarithm map

Taiga Adachi, Yu Katagiri, Ryota Shii

The construction of a $p$ -adic height pairing for a geometric $p$ -adic representation of the absolute Galois group of a number field depends on a global $p$ -adic logarithm and on l…

math.NT2026

Norms of Schneider--Teitelbaum Polynomials in $p$ -adic Fourier Theory

Yu Katagiri

Let $F$ be the unramified quadratic extension of $Q_{p}$ , and let $P_{n} (T)$ denote the polynomials arising in the $p$ -adic Fourier theory of Schneider and Teitelbaum. We dete…

A difference formula of p-adic height pairings via the Bloch-Kato logarithm map

Norms of Schneider--Teitelbaum Polynomials in p-adic Fourier Theory

A difference formula of $p$ -adic height pairings via the Bloch-Kato logarithm map

Norms of Schneider--Teitelbaum Polynomials in $p$ -adic Fourier Theory