TL;DR
This paper explores p-adic analogues of Heisenberg groups, providing foundational insights into their structure and properties within the context of p-adic analysis.
Contribution
It introduces and analyzes p-adic versions of Heisenberg groups, expanding the understanding of their algebraic and topological features.
Findings
Established basic properties of p-adic Heisenberg groups
Connected p-adic groups to classical Heisenberg structures
Provided groundwork for future p-adic harmonic analysis
Abstract
These informal notes deal with p-adic versions of Heisenberg groups and related matters.
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Taxonomy
Topicsadvanced mathematical theories · Mathematical Dynamics and Fractals · Topological and Geometric Data Analysis