TL;DR
This paper explores constructions of solenoids and their associated mappings within the context of p-adic Heisenberg Cantor sets, contributing to the understanding of their mathematical structure.
Contribution
It introduces new constructions of solenoids and mappings related to p-adic Heisenberg Cantor sets, expanding the theoretical framework.
Findings
New constructions of solenoids presented
Mappings associated with p-adic Heisenberg Cantor sets analyzed
Enhanced understanding of their mathematical properties
Abstract
Here we look at some related constructions of solenoids, and mappings associated to them.
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