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Quantum-corrected equations of motion generically contain higher time derivatives, computed here in the setting of canonically quantized systems.
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Bouncing Universes in String-inspired Gravity,
T. Biswas, A. Mazumdar, and W. Siegel, · 2006
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M. Bojowald and A. Skirzewski, · 2007
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M. Bojowald, · 2007
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Effective equations for isotropic quantum cosmology including matter,
M. Bojowald, H. Hernández, and A. Skirzewski, · 2007
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M. Bojowald, · 2008
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The high-density regime of kinetic-dominated loop quantum cosmology,
M. Bojowald, D. Mulryne, W. Nelson, and R. Tavakol, · 2010
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Quantum Cosmology: A Fundamental Theory of the Universe
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High-order quantum back-reaction and quantum cosmology with a positive cosmological constant,
M. Bojowald, D. Brizuela, H. H. Hernandez, M. J. Koop, and H. A. Morales-Técotl, · 2011
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Anomaly-free scalar perturbations with holonomy corrections in loop quantum cosmology,
T. Cailleteau, J. Mielczarek, A. Barrau, and J. Grain, · 2012
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M. Bojowald, · 2008
Cited alongside, same era.
Complementarity of representations in quantum mechanics, [quant-ph/0110102]
H. Halvorson,
Cited in the paper.
Deformed General Relativity and Effective Actions from Loop Quantum Gravity, [arXiv:1112.1899]
M. Bojowald and G. M. Paily,
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Signature change in loop quantum cosmology, [arXiv:1207.4657]
J. Mielczarek,
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Towards singularity and ghost free theories of gravity,
T. Biswas, E. Gerwick, T. Koivisto, and A. Mazumdar, · 2012
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Stable bounce and inflation in non-local higher derivative cosmology,
T. Biswas, A. S. Koshelev, A. Mazumdar, and S. Yu. Vernov, · 2012
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