6 citations · 16 across the 19 of their papers we have counts for
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math.AT2020★ 3 cited
G-Global Homotopy Theory and Algebraic K-Theory
Tobias Lenz
We develop the foundations of -global homotopy theory as a synthesis of classical equivariant homotopy theory on the one hand and global homotopy theory in the sense of Schwede…
math.AT2020★ 3 cited
On the global homotopy theory of symmetric monoidal categories
Tobias Lenz
Parsummable categories were introduced by Schwede as input for his global algebraic -theory construction. We prove that their whole homotopy theory with respect to the so-called…
math.CT2020
Parsummable categories as a strictification of symmetric monoidal categories
Tobias Lenz
We prove that the homotopy theory of parsummable categories (as defined by Schwede) with respect to the underlying equivalences of categories is equivalent to the usual homotopy th…