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Fermions play a special role in homogeneous models of quantum cosmology because the exclusion principle prevents them from forming sizable matter contributions.
A Class of Homogeneous Cosmological Models,
G. F. R. Ellis and M. A. H. MacCallum, · 1969
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M. A. H. MacCallum and A. H. Taub, · 1972
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P. D. D’Eath and J. J. Halliwell, Fermions in quantum cosmology, Phys. Rev. D
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Inflation in a Bianchi type-I Einstein–Cartan cosmological model,
M. Demianski, R. de Ritis, G. Platania, P. Scudellaro, and C. Stornaiolo, · 1987
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Torsion as a source of expansion in a Bianchi type-I universe in the self-consistent Einstein–Cartan theory of a perfect fluid with spin density,
J. C. Bradas, A. J. Fennelly, and L. L. Smalley, · 1987
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H. A. Morales-Técotl and C. Rovelli, · 1994
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Selfdual action for fermionic fields and gravitation,
H. A. Morales-Técotl and G. Esposito, · 1994
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H. A. Morales-Técotl and C. Rovelli, · 1995
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Real Ashtekar Variables for Lorentzian Signature Space-Times,
J. F. Barbero G., · 1995
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Supersymmetric Quantum Cosmology — Shaken not stirred,
P. V. Moniz, · 1996
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Barbero’s Hamiltonian derived from a generalized Hilbert-Palatini action,
S. Holst, · 1996
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Real and Complex Connections for Canonical Gravity,
G. Immirzi, · 1997
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Kinematical Hilbert Spaces for Fermionic and Higgs Quantum Field Theories,
T. Thiemann, · 1998
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QSD V: Quantum Gravity as the Natural Regulator of Matter Quantum Field Theories,
T. Thiemann, · 1998
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Quantum Spin Dynamics (QSD),
T. Thiemann, · 1998
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A. Barvinsky, A. Kamenshchik, and C. Kiefer, Effective action and decoherence by fermions in quantum cosmology, Nucl. Phys. B
1999
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Loop Quantum Cosmology: I. Kinematics,
M. Bojowald, · 2000
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Absence of a Singularity in Loop Quantum Cosmology,
M. Bojowald, · 2001
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Loop Quantum Cosmology IV: Discrete Time Evolution,
M. Bojowald, · 2001
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Dynamical Initial Conditions in Quantum Cosmology,
M. Bojowald, · 2001
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Isotropic Loop Quantum Cosmology,
Fermions in Ashtekar-Barbero Connections Formalism for Arbitrary Values of the Immirzi Parameter,
S. Mercuri, · 2006
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Loop quantum cosmology and inhomogeneities,
M. Bojowald, · 2006
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Spherically Symmetric Quantum Geometry: Hamiltonian Constraint,
M. Bojowald and R. Swiderski, · 2006
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Effective Equations of Motion for Quantum Systems,
M. Bojowald and A. Skirzewski, · 2006
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Wave functions for the Schwarschild black hole interior,
D. Cartin and G. Khanna, · 2006
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Singularities and Quantum Gravity,
M. Bojowald, · 2007
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M. Bojowald, · 2002
Cited alongside, same era.
Initial Conditions for a Universe,
M. Bojowald, · 2003
Cited alongside, same era.
Homogeneous loop quantum cosmology,
M. Bojowald, · 2003
Cited alongside, same era.
Mathematical structure of loop quantum cosmology,
A. Ashtekar, M. Bojowald, and J. Lewandowski, · 2003
Cited alongside, same era.
Homogeneous loop quantum cosmology: The role of the spin connection,
M. Bojowald, G. Date, and K. Vandersloot, · 2004
Cited alongside, same era.
Loop Quantum Cosmology,
M. Bojowald, · 2005
Cited alongside, same era.
Large scale effective theory for cosmological bounces,
M. Bojowald, · 2007
Later among the works it cites.
Lattice refining loop quantum cosmology, anisotropic models and stability,
M. Bojowald, D. Cartin, and G. Khanna, · 2007
Later among the works it cites.
Loop Quantum Dynamics of the Schwarzschild Interior,
C. G. Böhmer and K. Vandersloot, · 2007
Later among the works it cites.
Quantum Gravity and Higher Curvature Actions,
M. Bojowald and A. Skirzewski, · 2007
Later among the works it cites.
Loop quantum cosmology of k=1 FRW models,
A. Ashtekar, T. Pawlowski, P. Singh, and K. Vandersloot, · 2007
Later among the works it cites.
Dynamical coherent states and physical solutions of quantum cosmological bounces,
M. Bojowald, · 2007
Later among the works it cites.
The dark side of a patchwork universe,
M. Bojowald, · 2008
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Numerical solutions to lattice-refined models in loop quantum cosmology,
S. Sabharwal and G. Khanna, · 2086
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