Abstract
We construct a configuration of disjoint segment mirrors in the plane that traps a single light ray aperiodically, providing a negative solution to a conjecture of O’Rourke and Petrovici. We expand this to show that any finite number of rays from a source can be trapped aperiodically.
Citation
Zachary Mitchell. Gregory Simon. Xueying Zhao. "Trapping light rays aperiodically with mirrors." Involve 5 (1) 9 - 14, 2012. https://doi.org/10.2140/involve.2012.5.9
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