Automorphisms of the pants complex

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Injections of Artin groups (2005, unknown): “G R ] 1 7”
Injective simplicial maps of the arc complex (2006, background): “s group was viewed as the automorphism group of various geometric objects on surfaces. Some of these objects include Schaller’s complex (see [S] by Schaller), the complex of pants decompositions (see [M] by Margalit), the complex of nonseparating curves (see [Ir3] by Irmak), the complex of separatin”
Asymptotic Geometry of the Mapping Class Group and Teichmuller Space (2005, methodology): “For other applications see: Behrstock and Margalit [5], Bestvina and Fujiwara [7], Bowditch [11], Hempel [29], Irmak [32] and Margalit [40].”
Loop operators and S-duality from curves on Riemann surfaces (2009, background): “(14)The original formulation of Hatcher and Thurston did not allow punctures, but the result is now known to extend to the punctured case: see [28], for example.”