Title

BEING CAYLEY AUTOMATIC IS CLOSED under TAKING WREATH PRODUCT with VIRTUALLY CYCLIC GROUPS

Authors

Dmitry Berdinsky, Mahidol University
Murray Elder, University of Technology Sydney
Jennifer Taback, Bowdoin College

Document Type

Article

Publication Date

12-13-2021

Abstract

We extend work of Berdinsky and Khoussainov ['Cayley automatic representations of wreath products', International Journal of Foundations of Computer Science 27(2) (2016), 147-159] to show that being Cayley automatic is closed under taking the restricted wreath product with a virtually infinite cyclic group. This adds to the list of known examples of Cayley automatic groups.

Recommended Citation

Berdinsky, Dmitry; Elder, Murray; and Taback, Jennifer, "BEING CAYLEY AUTOMATIC IS CLOSED under TAKING WREATH PRODUCT with VIRTUALLY CYCLIC GROUPS" (2021). Mathematics Faculty Publications. 43.
https://digitalcommons.bowdoin.edu/mathematics-faculty-publications/43