2 citations · 2 across the 4 of their papers we have counts for
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math.AG2012
On the algebraic K-theory of Spec Z^N
Stella Anevski
In his thesis, N. Durov develops a theory of algebraic geometry in which schemes are locally determined by commutative algebraic monads. In this setting, one is able to construct t…
math.AG2011
Reconstruction of quasi-compact quasi-separated schemes from categories of perfect complexes
Stella Anevski
We show how to recover the underlying topological space of a quasi-compact quasi-separated scheme from the tensor triangulated structure on its category of perfect complexes.
math.AG2011★ 2 cited
Reconstructing the spectrum of F_1 from the stable homotopy category
Stella Anevski
The finite stable homotopy category S_0 has been suggested as a candidate for a category of perfect complexes over the monoid scheme Spec F_1. We apply a reconstruction theorem fro…