J. Tamura

most citedContinued fraction algorithms and Lagrange's theorem in

Q_{p}

1 citations · 1 across the 2 of their papers we have counts for

collaborators

3 papers

math.NT2023

Arithmetical independence of certain uniform sets of algebraic integers

Asaki Saito, Jun-ichi Tamura, Shin-ichi Yasutomi

We study four (families of) sets of algebraic integers of degree less than or equal to three. Apart from being simply defined, we show that they share two distinctive characteristi…

math.NT2017

Multidimensional $p$ -adic continued fraction algorithms

Asaki Saito, Jun-ichi Tamura, Shin-ichi Yasutomi

We give a new class of multidimensional $p$ -adic continued fraction algorithms. We propose an algorithm in the class for which we can expect that multidimensional $p$ -adic version…

math.NT2017★ 1 cited

Continued fraction algorithms and Lagrange's theorem in $Q_{p}$

Asaki Saito, Jun-ichi Tamura, Shin-ichi Yasutomi

We present several continued fraction algorithms, each of which gives an eventually periodic expansion for every quadratic element of $Q_{p}$ over $Q$ and gives a…

Arithmetical independence of certain uniform sets of algebraic integers

Multidimensional p-adic continued fraction algorithms

Continued fraction algorithms and Lagrange's theorem in Qp​

Multidimensional $p$ -adic continued fraction algorithms

Continued fraction algorithms and Lagrange's theorem in $Q_{p}$