Showing math.CTShow all
2 papers · 1 filter
math.CT2025
Re-framing the classification of ideals in noncommutative tensor-triangular geometry
Timothy De Deyn, Sam K. Miller
We prove that, given the Balmer spectrum of any essentially small monoidal-triangulated category, one has a classification of semiprime thick tensor-ideals arising in terms of a "p…
math.CT2025
On functoriality and the tensor product property in noncommutative tensor-triangular geometry
Sam K. Miller
Two pertinent questions for any support theory of a monoidal triangulated category are whether it is functorial and if the tensor product property holds. To this end, we consider t…