2 citations · 2 across the 2 of their papers we have counts for
4 papers
Motivic interpretation of Albanese varieties of smooth varieties
Doosung Park
For every noetherian smooth and separated scheme over an algebraically closed field, we define its derived Albanese in Voevodsky's triangulated category of effective Nisnevich moti…
Construction of triangulated categories of motives using the localization property
Doosung Park
Using the localization property, we construct a triangulated category of motives over quasi-projective T-schemes for any coefficient where T is a noetherian separated scheme, and w…
Equivariant cd-structures and descent theory
Doosung Park
We construct the equivariant version of cd-structures, and we develop descent theory for topologies comes from equivariant cd-structures. In particular, we reprove several results…
Triangulated categories of motives over fs log schemes
Doosung Park
We introduce the notion of log motivic triangulated categories, which is the theoretical framework for understanding the motivic aspect of cohomology theories for fs log schemes. T…