R. Steiner. Tensor products of 1-categories. Preprint, University of Glasgow.

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Theory and Applications of Crossed Complexes - Tonks (1993)   (2 citations)  (Correct)

....will concentrate on the case where C = Crs, the category of crossed complexes, although we believe a more general theory proceeds similarly. The category of 1 categories is also believed to be a suitable candidate, using the orientals of Street [37] and the monoidal biclosed structure of Steiner [34]. This category has been shown by Golasi nski [23] and by Kapranov and Voevodsky [28] to model all homotopy types. 3.3.2 Homotopy colimits in Crs We now propose a definition of homotopy colimits for diagrams of crossed complexes. Consider first the functor Crs Theta SimpSet SimpCrs ....

R. Steiner. Tensor products of 1-categories. Preprint, University of Glasgow.

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