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Paul Goerss

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Revised on November 3, 2009 17:12:17 by Toby Bartels (173.51.68.54)
Edit | Back in time (1 revision) | See changes | History | Views: Print | TeX | Source | Linked from: homotopy theory, coalgebra, model category, simplicial set, Kan complex, model structure on simplicial sets, category of fibrant objects, simplicial group, Moore complex, Dold-Kan correspondence, Postnikov system, differential graded coalgebra, quasicoherent sheaf, simplicial homotopy group, loop space, simplicial skeleton, groupoid object in an (infinity,1)-category, scheme, Reedy model structure, Kan fibrant replacement, 2009 September changes, A Survey of Elliptic Cohomology, derived algebraic geometry, A Survey of Elliptic Cohomology - E-infinity rings and derived schemes, Spectral Schemes, Topological Algebraic Geometry - A Workshop, model structure on dg-algebras, Eilenberg-Zilber theorem, model structure on dg-coalgebras, Geometric and topological structures related to M-branes, transferred model structure, Cisinski model structure, nice simplicial topological space, Witten genus, geometric realization of simplicial topological spaces, cosimplicial simplicial set, model structure on simplicial algebras, model structure on reduced simplicial sets, locally representable structured (infinity,1)-topos, model structure on simplicial groupoids, Rick Jardine, model structure on simplicial groups, discrete infinity-groupoid, bisimplicial group, bisimplicial set, Simplicial homotopy theory, simplicial homotopy theory, Hopf algebroid over a commutative base