Riso-stratifications are embedding-independent and étale-local, enabling a sharp canonical functorial stratification process for schemes of finite type over fields of characteristic zero.
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3 Pith papers cite this work. Polarity classification is still indexing.
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Volume asymptotics of sublevel sets determine and recover the visible intrinsic divisorial spectrum of singularities via finite reconstruction.
Any order over a reduced separated finite type scheme over a char 0 field can be resolved by an Azumaya algebra over a smooth DM stack via a sequence of stacky blow-ups.
citing papers explorer
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Functorial stratifications of singularities in characteristic 0
Riso-stratifications are embedding-independent and étale-local, enabling a sharp canonical functorial stratification process for schemes of finite type over fields of characteristic zero.
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On the Divisorial Geometry of Volume Asymptotics of Sublevel Sets
Volume asymptotics of sublevel sets determine and recover the visible intrinsic divisorial spectrum of singularities via finite reconstruction.
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The Azumification of orders
Any order over a reduced separated finite type scheme over a char 0 field can be resolved by an Azumaya algebra over a smooth DM stack via a sequence of stacky blow-ups.