SO*(2N) coherent states for loop quantum gravity

Duality Between Spin Networks and the 2D Ising Model

(2016) Valentin Bonzom et al.   COMMUNICATIONS IN MATHEMATICAL PHYSICS

Wigner–Eckart theorem for the non-compact algebra 𝔰𝔩(2, ℝ)

(2015) Giuseppe Sellaroli   JOURNAL OF MATHEMATICAL PHYSICS

3D Lorentzian loop quantum gravity and the spinor approach

(2015) Florian Girelli et al.   PHYSICAL REVIEW D

Observables in loop quantum gravity with a cosmological constant

(2014) Maïté Dupuis et al.   PHYSICAL REVIEW D

Generating functions for coherent intertwiners

(2013) Valentin Bonzom et al.   CLASSICAL AND QUANTUM GRAVITY

A discrete and coherent basis of intertwiners

(2013) Laurent Freidel et al.   CLASSICAL AND QUANTUM GRAVITY

Deformations of polyhedra and polygons by the unitary group

(2013) Etera R. Livine   JOURNAL OF MATHEMATICAL PHYSICS

On the exact evaluation of spin networks

(2013) Laurent Freidel et al.   JOURNAL OF MATHEMATICAL PHYSICS

Spinor representation for loop quantum gravity

(2012) Etera Livine et al.   JOURNAL OF MATHEMATICAL PHYSICS

Holomorphic simplicity constraints for 4D spinfoam models

(2011) Maïté Dupuis et al.   CLASSICAL AND QUANTUM GRAVITY

U(N) tools for loop quantum gravity: the return of the spinor

(2011) Enrique F Borja et al.   CLASSICAL AND QUANTUM GRAVITY

U(N) coherent states for loop quantum gravity

(2011) Laurent Freidel et al.   JOURNAL OF MATHEMATICAL PHYSICS

Polyhedra in loop quantum gravity

(2011) Eugenio Bianchi et al.   PHYSICAL REVIEW D

The fine structure of SU(2) intertwiners from U(N) representations

(2010) Laurent Freidel et al.   JOURNAL OF MATHEMATICAL PHYSICS