Hölscher, Patric: Gravitational Waves in Conformal Gravity. 2019
Inhalt
- Abstract
- Notation and Conventions
- Introduction
- Differential Geometry and Gravitation
- General Relativity
- Levi-Civita Connection
- Lovelock's Theorem
- Einstein Field Equations
- Newtonian Limit
- Schwarzschild Solution
- Kepler's Third Law
- Gravitational Waves
- Gravitational Waves from a Binary System
- Binary Pulsars
- Multipole Expansion
- Gravitational Energy-Momentum Tensor
- Gravitational Energy-Momentum Tensor: Geometric Approach
- Gravitational Energy-Momentum Tensor: Field-Theoretical Approach
- Radiated Energy
- Late Inspiral of Compact Binaries
- Landscape of Theories of Modified Gravity
- Weyl Geometry
- Scalar-Tensor Theory
- Modified Newtonian Dynamics
- Tensor-Vector-Scalar Gravity
- Extra Dimensions
- Massive Gravity
- Higher Derivative Gravity
- f(R) Gravity
- Constraints from the Speed of Gravitational Waves
- Conformal Gravity Models
- Weyl Transformations
- Pure Conformal Gravity
- Extended Conformal Gravity
- Astrophysical Gravitational Waves in Conformal Gravity
- Gravitational Waves from Inspiralling Compact Binaries in Conformal Gravity
- Summary, Conclusion and Outlook
- Acknowledgements
- Differential Geometry
- Curvature Tensors
- Integration by Parts
- Center-of-Mass Frame
- Degrees of Freedom and Spin