
TL;DR
This paper explores the mathematical principles behind change ringing on bells, presenting Rankin's solution to a classic problem in the field, illustrating the connection between real-world activity and permutation group theory.
Contribution
It introduces Rankin's solution to a longstanding problem in the mathematics of change ringing, linking practical bell ringing with permutation group analysis.
Findings
Rankin's solution to a classical problem in change ringing
Mathematical modeling of bell ringing activities
Connection between real-world activity and permutation groups
Abstract
This article is about the mathematics of ringing the changes. We describe the mathematics which arises from a real-world activity, that of ringing the changes on bells. We present Rankin's solution of one of the famous old problems in the subject. This article was written in 2003.
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Taxonomy
TopicsArchitecture and Computational Design
