Publikationen von James P. Ryan

Oriti, D.; Pranzetti, D.; Ryan, J. P.; Sindoni, L.: Generalized quantum gravity condensates for homogeneous geometries and cosmology. Classical and quantum gravity 32 (23), 235016 (2015)

Oriti, D.; Ryan, J. P.; Thürigen, J.: Group field theories for all loop quantum gravity. New Journal of Physics 17 (2), 023042 (2015)

Baratin, A.; Carrozza, S.; Oriti, D.; Ryan, J.; Smerlak, M.: Melonic phase transition in group field theory. Letters in Mathematical Physics 104 (8), S. 1003 - 1017 (2014)

Bonzom, V.; Gurau, R.; Ryan, J. P.; Tanasa, A.: The double scaling limit of random tensor models. Journal of High Energy Physics 2014 (9), 051 (2014)

Kaminski, W.; Oriti, D.; Ryan, J.: Towards a double scaling limit for tensor models: probing sub-dominant orders. New Journal of Physics 16 , 063048 (2014)

Bahr, B.; Dittrich, B.; Ryan, J. P.: Spin foam models with finite groups. Journal of Gravity 2013, 549824 (2013)

Dittrich, B.; Ryan, J. P.: On the role of the Barbero-Immirzi parameter in discrete quantum gravity. Classical and quantum gravity 30 (9), 095015 (2013)

Gurau, R.; Ryan, J. P.: Melons are branched polymers. Annales Henri Poincare, 013-0291-3 (2013)

Dupuis, M.; Ryan, J. P.; Speziale, S.: Discrete Gravity Models and Loop Quantum Gravity: a Short Review. Symmetry, Integrability and Geometry: Methods and Applications (SIGMA) 8, 052 (2012)

Gurau, R.; Ryan, J. P.: Colored Tensor Models - a review. Symmetry Integrability And Geometry-Methods And Applications 8, 020 (2012)

Ryan, J. P.: Tensor models and embedded Riemann surfaces. Physical Review D 85, 024010 (2012)

Livine, E. R.; Oriti, D.; Ryan, J. P.: Effective Hamiltonian Constraint from Group Field Theory. Classical and quantum gravity 28 (24), 245010 (2011)

Baccetti, V.; Livine, E. R.; Ryan, J. P.: The particle interpretation of N = 1 supersymmetric spin foams. Classical and Quantum Gravity 27 (22), 225022 (2010)