activity
20152023
most citedLie Algebroids over Differentiable Stacks

7 citations · 10 across the 8 of their papers we have counts for

collaborators

8 papers

quant-ph2023

Quantum Reference Frames on Finite Homogeneous Spaces

Jan Głowacki, Leon Loveridge, James Waldron

We present an operationally motivated treatment of quantum reference frames in the setting that the frame is a covariant positive operator valued measure (POVM) on a finite homogen…

math.DG2021★ 2 cited

Rigidity of -type symmetric spaces

Wafaa Batat, Stuart James Hall, Thomas Murphy +1

We prove that the bi-invariant Einstein metric on is isolated in the moduli space of Einstein metrics, even though it admits infinitesimal deformations. This gives a no…

math.RA2020

The Lie algebra preserving a degenerate bilinear form

James Waldron

Let be an arbitrary field and a positive integer. For each degenerate symmetric or antisymmetric bilinear form on we determine the structure of the Lie algebra…

math.DG2019

The Euler Characteristic Of A Transitive Lie Algebroid

James Waldron

We apply the Atiyah-Singer index theorem and tensor products of elliptic complexes to the cohomology of transitive Lie algebroids. We prove that the Euler characteristic of a repre…

math.DG2018

Compact Hermitian symmetric spaces, coadjoint orbits, and the dynamical stability of the Ricci flow

Stuart James Hall, Thomas Murphy, James Waldron

Using a stability criterion due to Kröncke, we show, providing , the Kähler--Einstein metric on the Grassmannian of complex -planes in an $n…

math.DG2017

K-theory of affine actions

James Waldron

For a Lie group and a vector bundle we study those actions of the Lie group on for which the action map is a morphism of vector bundles, and cal…