
Theory by Michael Soffel
Relativistic celestial mechanics – investigating the motion celestial bodies under the influence of general relativity – is a major tool of modern experimental gravitational physics. With a wide range of prominent authors from the field, this two-volume series consists of reviews on a multitude of advanced topics in the area of relativistic celestial mechanics – starting from more classical topics such as the regime of asymptotically-flat spacetime, light propagation and celestial ephemerides, but also including its role in cosmology and alternative theories of gravity as well as modern experiments in this area.
This first volume of a two-volume series is concerned with theoretical foundations such as post-Newtonian solutions to the two-body problem, light propagation through time-dependent gravitational fields, as well as cosmological effects on the movement of bodies in the solar systems.
On the occasion of his 80-th birthday, these two volumes honor V. A. Brumberg – one of the pioneers in modern relativistic celestial mechanics.
Contributions include:
- M. Soffel: On the DSX-framework
- T. Damour: The general relativistic two body problem
- G. Schaefer: Hamiltonian dynamics of spinning compact binaries through high post-Newtonian approximations
- A. Petrov and S. Kopeikin: Post-Newtonian approximations in cosmology
- T. Futamase: On the backreaction problem in cosmology
- Y. Xie and S. Kopeikin: Covariant theory of the post-Newtonian equations of motion of extended bodies
- S. Kopeikin and P. Korobkov: General relativistic theory of light propagation in multipolar gravitational fields
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Solar Hydrodynamics
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Supersymmetry
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Relativistic Quantum Dynamics
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Rigid Body Dynamics
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Phase-Field Crystals
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Minkowski Space
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Wetting of Real Surfaces
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Aeroelastic Vibrations and Stability of Plates and Shells
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Hamiltonian Perturbation Solutions for Spacecraft Orbit Prediction
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Irreducible Cartesian Tensors
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Regularization in Orbital Mechanics
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Oscillatory Models in General Relativity
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Nonlinear Dynamics
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Spaces of Dynamical Systems
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AdS/CFT, (Super-)Virasoro, Affine (Super-)Algebras
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Wilson Lines in Quantum Field Theory
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Group Theory of Chemical Elements
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Dynamical Systems and Geometric Mechanics
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Nonconservative Stability Problems of Modern Physics
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Noncompact Semisimple Lie Algebras and Groups
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Quantum Groups
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Mathematical Models of Convection
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Collective Effects in Condensed Matter Physics
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Parton Densities in Quantum Chromodynamics
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Stabilisation and Motion Control of Unstable Objects
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The Method of the Generalised Eikonal
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General Relativity: The most beautiful of theories
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Quantum Electrodynamics
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Applications and Experiments
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Metric Theories of Gravity
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Phononic Crystals
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Non-perturbative Effective Interactions in the Standard Model
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Numerical Continuum Mechanics
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Statistical Physics
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Keller-Box Method and Its Application
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Ring Interferometry
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Nanoclusters and Microparticles in Gases and Vapors
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Symmetry of Intramolecular Quantum Dynamics
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The Dirac Equation and its Solutions
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Strip-Method for Image and Signal Transformation
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Paths to Dark Energy
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Computational Physics of Electric Discharges in Gas Flows
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Integrodifferential Relations in Linear Elasticity
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Strong and Superstrong Pulsed Magnetic Fields Generation
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Quantum Mechanics via Lie Algebras
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Quantum Mechanics
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Turbulence in Magnetohydrodynamics
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Geophysical Modelling of the Polar Motion
Sergei Kopeikin (ed.), University of Missouri, USA.
| SKU | Unavailable |
| ISBN 13 | 9783110337471 |
| ISBN 10 | 3110337479 |
| Title | Theory |
| Author | Sergei M Kopeikin |
| Series | De Gruyter Studies In Mathematical Physics |
| Condition | Unavailable |
| Binding Type | Hardback |
| Publisher | De Gruyter |
| Year published | 2014-06-16 |
| Number of pages | 366 |
| Cover note | Book picture is for illustrative purposes only, actual binding, cover or edition may vary. |
| Note | Unavailable |















































