activity
20052024
most citedMeasuring Fermionic Entanglement: Entropy, Negativity, and Spin Structure

73 citations · 142 across the 37 of their papers we have counts for

collaborators

42 papers

math.DG2024

On the propagation of singularities of constant curvature, convex hypersurfaces

Graham Smith

We describe the structure of the singular sets of constant curvature, convex hypersurfaces in hyperbolic space for general convex curvature functions. We apply this result to the s…

math.DG2023

Clifford structures, bilegendrian surfaces, and extrinsic curvature

Graham Smith

We use Clifford algebras to construct a unified formalism for studying constant extrinsic curvature immersed surfaces in riemannian and semi-riemannian -manifolds in terms of im…

math.DG2023★ 1 cited

On complete maximal submanifolds in pseudo-hyperbolic space

Andrea Seppi, Graham Smith, Jérémy Toulisse

We provide a full classification of complete maximal -dimensional spacelike submanifolds in the pseudo-hyperbolic space , and we study its applications to Teic…

math.DG2023

On a convexity property of the space of almost fuchsian immersions

Samuel Bronstein, Graham Andrew Smith

We study the space of Hopf differentials of almost fuchsian minimal immersions of compact Riemann surfaces. We show that the extrinsic curvature of the immersion at any given point…

math.DG2022★ 1 cited

Foliated Plateau problems and asymptotic counting of surface subgroups

Sébastien Alvarez, Ben Lowe, Graham Smith

In [17], Labourie initiated the study of the dynamical properties of the space of -surfaces, that is, suitably complete immersed surfaces of constant extrinsic curvature in -…

math.DG2022

On quasicomplete -surfaces in -dimensional space-forms

Graham Smith

In the study of immersed surfaces of constant positive extrinsic curvature in space-forms, it is natural to substitute completeness for a weaker property, which we here call quasic…