4 papers
math.AG2021
Motivic cohomology of fat points in Milnor range via formal and rigid geometries
Jinhyun Park
We present a formal scheme based cycle model for the motivic cohomology of the fat points defined by the truncated polynomial rings with , in one variable ov…
math.AG2020
Infinitesimal dilogarithm on curves over truncated polynomial rings
Sinan Unver
Let be a smooth and projective curve over the truncated polynomial ring where is a field of characteristic 0. Using a candidate for the motivic cohomolo…
math.NT2017
Cyclotomic p-adic multi-zeta values
Sinan Unver
The cyclotomic -adic multi-zeta values are the -adic periods of the unipotent fundamental group of the multiplicative group min…
math.AG2011
On p-adic periods for mixed Tate motives over a number field
Andre Chatzistamatiou, Sinan Ünver
For a number field, we have a Tannaka category of mixed Tate motives at our disposal. We construct p-adic points of the associated Tannaka group by using p-adic Hodge theory. Exten…