Modified Theories of Gravity and Cosmological Applications

• Format: eBook
• Language: English
• Published: Basel MDPI - Multidisciplinary Digital Publishing Institute 2023
• Subjects: (anisotropic) inflation; alternative theories of gravity; anisotropic spacetimes; black hole; black hole mimic; black hole shadow; Carter constant; chaos; conformal symmetry; constraints; cosmological dynamics; cosmology; cosmology:theory; covariant; curved space; dark energy; dark matter; Einstein and Finsler gravity; Einstein-Maxwell-scalar black holes; Einstein–Gauss–Bonnet gravity; electromagnetic; embedding theory; energy emission rate; entropy; exoplanets; f(R)-gravity; field; fractional-dimension gravity; free embedding; galactic rotation; Gauss–Bonnet; geodesic integrability; gravitation; hawking temperature; Hawking-Page phase transition; heat capacity; inflation; innermost stable circular orbits; interaction; isometric embeddings; k-inflation; Kantowski–Sachs; Killing tensor; Killing–Yano tensor; Lambert W function; large-scale structure of universe; Lense–Thirring metric; magnetic field; Mathematics and Science; Minkowski core; modified and massive gravity; modified gravity; modified gravity theory; multifield cosmology; n/a; non-linear symmetry realization; nonholonomic dynamical Weyl-scale symmetry breaking; nonlinear electrodynamics; nonspherical gravitational sources; off-diagonal cosmological solutions; Painlevé–Gullstrand metrics; Palatini gravity; Physics; planet’s interior; quasinormal modes; reconstructing procedure; Reference, Information and Interdisciplinary subjects; Regge–Teitelboim gravity; regular black hole; Research and information: general; Ricci-based gravity; scalar field; separability; spinning test particle; stellar dynamics; supermassive black hole; symmetrical surfaces; symplectic integrator; torsion; two measure theories; unfolded embedding; variation of constants; Weyl integrable theory
• ISBN: 9783036558301; 3036558306; 3036558292; 9783036558295
• DOI: 10.3390/books978-3-0365-5830-1

This reprint focuses on recent aspects of gravitational theory and cosmology. It contains subjects of particular interest for modified gravity theories and applications to cosmology, special attention is given to Einstein–Gauss–Bonnet, f(R)-gravity, anisotropic inflation, extra dimension theories of gravity, black holes, dark energy, Palatini gravity, anisotropic spacetime, Einstein–Finsler gravity, off-diagonal cosmological solutions, Hawking-temperature and scalar-tensor-vector theories.