L. Kendrick

collaborators

2 papers

math.RA2015

The Lower Central Series of the Quotient of a Free Algebra

Lev Kendrick, Gus Lonergan

Let $L_{i} (R)$ denote the $i^{th}$ term of the lower central series of an associative algebra $R$ , and let $B_{i} (R) = L_{i} (R) / L_{i + 1} (R)$ . We show that $B_2(\mathbb{C}<x, y>/ P)\c…

math.NT2014

Young Graphs: 1089 et al

L. H. Kendrick

This paper deals with those positive integers N such that, for given integers g and k with 1< k<g, the base-g digits of N and kN appear in reverse order. Such N are called (g, k) r…