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Approaches to Quantum Gravity

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Does locality fail at intermediate length scales? 43[2] R. M. Dudley, “Lorentz-invariant Markov processes in relativistic phase space”,Arkiv für Matematik, 6(14) (1965), 241–268.[3] L. Bombelli, J. Henson and R. D. Sorkin, “Discreteness without symmetry breaking:a theorem” (in preparation).[4] See the article by Joe Henson in this volume (gr-qc/0601121).[5] L. Bombelli, J. Lee, D. Meyer and R. D. Sorkin, “Spacetime as a causal set”, Phys.Rev. Lett., 59 (1987), 521–524.[6] R. D. Sorkin, “Causal sets: discrete gravity (Notes for the Valdivia SummerSchool)”, in Lectures on <strong>Quantum</strong> <strong>Gravity</strong> (Series of the Centro De EstudiosCientíficos), proceedings of the Valdivia Summer School, held January 2002 inValdivia, Chile, ed. Andrés Gomberoff and Don Marolf (Plenum, 2005),gr-qc/0309009.[7] F. Dowker, “Causal sets and the deep structure of spacetime”, in 100 Years ofRelativity – Space-time Structure: Einstein and Beyond” ed. Abhay Ashtekar (WorldScientific, <strong>to</strong> appear), gr-qc/0508109.[8] J. Collins, A. Perez, D. Sudarsky, L. Urrutia, and H. Vucetich, “Lorentz invarianceand quantum gravity: an additional fine-tuning problem?”, gr-qc/0403053.[9] K. Namsrai, Nonlocal <strong>Quantum</strong> Field Theory and S<strong>to</strong>chastic <strong>Quantum</strong> Mechanics(D. Reidel, 1986).[10] J. W. Moffat, “Finite nonlocal gauge field theory”, Phys.Rev.D, 41 (1990),1177–1184.[11] See the chapter by Fotini Markopoulou in this volume; also S. O. Bilson-Thompson,F. Markopoulou and L. Smolin, “<strong>Quantum</strong> gravity and the standard model”,hep-th/0603022.[12] A. Valentini, “Black holes, information loss, and hidden variables”,hep-th/0407032.[13] A. R. Daugh<strong>to</strong>n, The recovery of locality for causal sets and related <strong>to</strong>pics, Ph.D.dissertation (Syracuse University, 1993).[14] R. Salgado, “Toward a quantum dynamics for causal sets” (Ph.D. dissertation,Syracuse University, 2008).[15] F. Dowker, J. Henson and R. D. Sorkin, “Wave propagation on a causet I: directtransmission along causal links” (in preparation).[16] M. Ahmed, S. Dodelson, P. Greene and R. D. Sorkin, “Everpresent ”, Phys.Rev. D, 69, 103523 (2004), astro-ph/0209274.[17] N. Kaloper and D. Mattingly, “Low energy bounds on Poincaré violation in causalset theory”, astro-ph/0607485.[18] R. D. Sorkin, “Indications of causal set cosmology”, Int. J. Theor. Ph., 39 (7) 2000,1731–1736 (an issue devoted <strong>to</strong> the proceedings of the Peyresq IV conference,held June-July 1999, Peyresq, France), gr-qc/0003043,http://www.physics.syr.edu/∼sorkin/some.papers/.

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