Published: September 30, 2012Received: December 22, 2010Released on J-STAGE: February 27, 2016Accepted: -
Advance online publication: -
Revised: May 06, 2011
Let $\Delta$ be a spherical building each of whose irreducible components is infinite, has rank at least 2 and satisfies the Moufang condition. We show that $\Delta$ can be given the structure of a topological building that is compact and totally disconnected precisely when $\Delta$ is the building at infinity of a locally finite affine building.
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