= Daniel T. Wise
{c}
<Daniel T. Wise> studies <geometric group theory> through cubical geometry. With <Frédéric Haglund>, he introduced and studied <special cube complexes>, whose hyperplanes satisfy restrictions preventing certain self-interactions.<Special cube complexes by Frédéric Haglund and Daniel T. Wise>[Original byline, introduction and Theorem 1.1]{ref}
A compact nonpositively curved cube complex satisfying their criterion admits a local isometry into the standard complex of a <Right-angled Artin group>. Consequently its <fundamental group> embeds in a linear group. The contribution connects visible geometric conditions on hyperplanes with algebraic properties of the fundamental group.<Special cube complexes by Frédéric Haglund and Daniel T. Wise>[Theorem 1.1, p. 2]{ref}
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