Axiomatic, enriched, and motivic homotopy theory

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Remarks on motivic homotopy theory over algebraically closed fields (2011, methodology): “It suffices to consider d = 2k, since otherwise X ′ is the smashproduct of the cases for 2ki where ki are places of the 1’s in the binary expansion of k.”
Triangulated Categories: Localization theory for triangulated categories (2008, unknown): “Module categories and their derived categories are used to illustrate most of the concepts; see [12] for complementary material from topology.”