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math.AG2026
On the motivic cohomology of some singular rings
Tess Bouis
Using non--invariant motivic cohomology, we prove motivic refinements of certain known computations of the algebraic -theory of singular rings, such as rings of th…
math.NT2026
The cyclosyntomic regulator of a number field
Tess Bouis, Quentin Gazda
We construct a q-deformation of the p-adic regulator of a number field, called the cyclosyntomic regulator, building on the Habiro ring of Garoufalidis-Scholze-Wheeler-Zagier. The…