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Quantum transition amplitudes are formulated for a model system with local internal time, using path integrals.
Generalized Hamiltonian dynamics,
P. A. M. Dirac, · 1950
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Quantization of a Friedmann universe filled with a scalar field,
W. F. Blyth and C. J. Isham, · 1975
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Quantization of Nonabelian Gauge Theories,
V. N. Gribov, · 1978
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Path integrals in parametrized theories: The Free relativistic particle,
J. B. Hartle and K. V. Kuchař, · 1986
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Path Integral Representation of the Wave Function: The Relativistic Particle,
H. Ikemori, · 1989
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Time and interpretations of quantum gravity,
K. V. Kuchař, · 1992
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Canonical quantum gravity and the problem of time,
C. J. Isham, · 1993
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A Proposal for solving the ‘problem of time’ in canonical quantum gravity,
R. M. Wald, · 1993
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A note on the path integral for systems with primary and secondary second class constraints,
M. Henneaux and A. Slavnov, · 1994
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Applications of a new proposal for solving the ‘problem of time’ to some simple quantum cosmological models,
A. Higuchi and R. M. Wald, · 1995
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Effective Equations of Motion for Quantum Systems,
M. Bojowald and A. Skirzewski, · 2006
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Quantum Gravity and Higher Curvature Actions,
M. Bojowald and A. Skirzewski, · 2007
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Spin Foam Quantization and Anomalies,
M. Bojowald and A. Perez, · 2010
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An effective approach to the problem of time,
M. Bojowald, P. A. Höhn, and A. Tsobanjan, · 2011
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An effective approach to the problem of time: general features and examples,
M. Bojowald, P. A. Höhn, and A. Tsobanjan, · 2011
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The Problem of Time in Quantum Gravity,
E. Anderson, · 2012
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Reduced phase space approach to Kasner universe and the problem of time in quantum theory,
P. Malkiewicz, · 2012
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M. Bojowald, B. Sandhöfer, A. Skirzewski, and A. Tsobanjan, · 2009
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Physical evolution in Loop Quantum Cosmology: The example of vacuum Bianchi I,
M. Martín-Benito, G. A. Mena Marugán, and T. Pawlowski, · 2009
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Clocks and dynamics in quantum models of gravity, [arXiv:1601.04857]
P. Malkiewicz,
Cited in the paper.
Introduction to the Gribov Ambiguities In Euclidean Yang-Mills Theories, [hep-th/0504095]
R. F. Sobreiro and S. P. Sorella,
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Chaos, Dirac observables and constraint quantization, [arXiv:1508.01947]
B. Dittrich, P. A. Höhn, T. A. Koslowski, and M. I. Nelson,
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Effective relational dynamics of a nonintegrable cosmological model,
P. A. Höhn, E. Kubalova, and A. Tsobanjan, · 2012
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Multiple choices of time in quantum cosmology,
P. Malkiewicz, · 2015
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