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Given the lack of an absolute time parameter in general relativistic systems, quantum cosmology often describes the expansion of the universe in terms of relational changes between two degrees of freedom, such as matter and geometry.
Quantum empty Bianchi I spacetime with internal time,
P. Malkiewicz, P. Peter, and S. D. P. Vitenti, · 1911
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The Trinity of Relational Quantum Dynamics,
P. A. Hoehn, A. R. H. Smith, and M. P. E. Lock, · 1912
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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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Dust as a standard of space and time in canonical quantum gravity,
J. D. Brown and K. V. Kuchař, · 1995
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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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Comparing Formulations of Generalized Quantum Mechanics for Reparametrization-Invariant Systems,
J. B. Hartle and D. Marolf, · 1997
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Physical implications of a fundamental period of time,
G. Wendel, L. Martínez, and M. Bojowald, · 2005
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Singularity resolution depends on the clock,
S. Gielen and L. Menéndez-Pidal, · 2005
Cited alongside, same era.
Equivalence of approaches to relational quantum dynamics in relativistic settings,
P. A. Hoehn, A. R. H. Smith, and M. P. E. Lock, · 2007
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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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Dust reference frame in quantum cosmology,
V. Husain and T. Pawlowski, · 2011
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M. Bojowald and T. Halnon, · 2018
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Quantum mechanics and the covariance of physical laws in quantum reference frames,
F. Giacomini, A. Castro-Ruiz, and C. Brukner, · 2019
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The BKL scenario, infrared renormalization, and quantum cosmology,
M. Bojowald, · 2019
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A change of perspective: switching quantum reference frames via a perspective-neutral framework,
A. Vanrietvelde, P. A. Hoehn, F. Giacomini, and E. Castro-Ruiz, · 2020
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Spacetime Quantum Reference Frames and superpositions of proper times,
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P. Malkiewicz, · 2015
Cited alongside, same era.
Clocks and dynamics in quantum models of gravity,
P. Malkiewicz, · 2017
Cited alongside, same era.
Can chaos be observed in quantum gravity?,
B. Dittrich, P. A. Hoehn, T. A. Koslowski, and M. I. Nelson, · 2017
Cited alongside, same era.
A path-integral approach to the problem of time,
M. M. Amaral and M. Bojowald, · 2018
Cited alongside, same era.
A. Vanrietvelde, P. A. Hoehn, and F. Giacomini,
Cited in the paper.
Chaos, Dirac observables and constraint quantization, [arXiv:1508.01947]
B. Dittrich, P. A. Hoehn, T. A. Koslowski, and M. I. Nelson,
Cited in the paper.
F. Giacomini, · 2021
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Relational evolution with oscillating clocks,
M. Bojowald, L. Martínez, and G. Wendel, · 2022
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Unitarity, clock dependence and quantum recollapse in quantum cosmology,
S. Gielen and L. Menéndez-Pidal, · 2022
Later among the works it cites.