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Classical Tests of General Relativity

2018
In 1916, Albert Einstein proposed three tests to verify his theory: (i) the gravitational redshift of light, (ii) the perihelion precession of Mercury, and iii) the deflection of light by the Sun. These three tests are today referred to as the classical tests of general relativity. In 1964, Irwin Shapiro proposed another test, which is often called the
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Classical Gaussian bag in (1+1) general relativity

Physics Letters A, 2001
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Ardelean, G.   +2 more
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Classical Clocks in General Relativity

2017
This chapter discusses the regime of point-like systems with internal degrees of freedom in general relativity.
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Report on the Workshop on Classical General Relativity

1997
This article is a summary of the talks given during the workshop session on Classical General Relativity.
Naresh Dadhich, Malcolm MacCallum
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Classical Tests of General Relativity

2022
Sanjeev Dhurandhar, Sanjit Mitra
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The Classical Two-Component Spinor Formalisms for General Relativity II

Advances in Applied Clifford Algebras, 2012
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On the structure of conformal singularities in classical general relativity

Proceedings of the Royal Society of London. Series A: Mathematical and Physical Sciences, 1993
Abstract Consideration is given to Big Bang singularities which can be conformally transformed to a spacelike hypersurface, with the conformal factor and conformal metric both smooth on the extended manifold. A precise definition of such ‘conformal singularities’ is proposed by analogy with the established definition of conformal ...
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