J. Blackman

collaborators

2 papers

math.NT2021

Infinite Loops and the $p$ -adic Littlewood Conjecture. Part I: Reformulating the $p$ -adic Littlewood Conjecture in Terms of Infinite Loops

John Blackman

In this paper we introduce the concept of an infinite loop mod $n$ and discuss the properties that these objects have. In particular, we show that a real number $α$ is a counterexa…

math.GT2018

A Geometric Interpretation of the $p$ -adic Littlewood Conjecture

J. Blackman

This paper investigates integer multiplication of continued fractions using geometric structures. In particular, this paper shows that integer multiplication of a continued fractio…

Infinite Loops and the p-adic Littlewood Conjecture. Part I: Reformulating the p-adic Littlewood Conjecture in Terms of Infinite Loops

A Geometric Interpretation of the p-adic Littlewood Conjecture

Infinite Loops and the $p$ -adic Littlewood Conjecture. Part I: Reformulating the $p$ -adic Littlewood Conjecture in Terms of Infinite Loops

A Geometric Interpretation of the $p$ -adic Littlewood Conjecture