Notices of the American Mathematical Society
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Featured Articles and Invitations from the AMS
The p-adic Icosahedron
Gunther Cornelissen and Fumiharu Kato
The p-adic icosahedron is a structure, the set of ends of a sub-tree of the Bruhat-Tits tree, associated to a two-dimensional projective representation of the icosahedral group over a p-adic field. The authors explain this structure and some of its applications.