Equivariant Chern Lessons of Toric Vector Bundles over a DVR and Bruhat — Tits Buildings
Authors: Ana María Botero, Kiumars Kaveh, Christopher Manon
Summary: We outline equivariant Chern lessons of a toric vector bundle over a correct toric scheme over a DVR. We offer a combinatorial description of them when it comes to piecewise polynomial features on the polyhedral advanced related to the toric scheme, which factorize via to an prolonged Bruhat — Tits constructing. We additional inspire this definition from an arithmetic perspective, connecting to the non-Archimedean Arakelov principle of toric varieties.
