Christina Selby

most citedAn extension and trace theorem for functions of H-bounded variation in Carnot groups of step 2

6 citations · 6 across the 2 of their papers we have counts for

collaborators

2 papers

cs.CV2025

Methods for evaluating the resolution of 3D data derived from satellite images

Christina Selby, Holden Bindl, Tyler Feldman +4

3D data derived from satellite images is essential for scene modeling applications requiring large-scale coverage or involving locations not accessible by airborne lidar or cameras…

math.AP2005★ 6 cited

An extension and trace theorem for functions of H-bounded variation in Carnot groups of step 2

Christina Selby

This paper provides an extension for a function $u \in B V_{H} (Ω)$ to a function $u_{0} \in B V_{H} (G)$ when $Ω$ is ``H-admissible,'' and G is a step 2 Carnot group. It is shown that H-adm…