Abstract
Abstract Based on the first author's diploma thesis [Kurth, On a real form of E 6 and its related generalized quadrangle, 2000] we use the theories of Lie groups and of Tits buildings in order to describe a Veronese embedding of the real quadrangle of type E 6, i.e., the C 2 sub-building of the complex E 6 building corresponding to the real form E 6(–14) of the semisimple complex Lie group of type E 6.
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