Elucidation of covariant proofs in general relativity: example of the use of algebraic software in the shear-free conjecture in MAPLE

Author:

Huf P. A.,Carminati J.

Publisher

Springer Science and Business Media LLC

Subject

Physics and Astronomy (miscellaneous)

Reference20 articles.

1. Einstein, A.: Die Grundlage der allgemeinen Relativatstheorie. Ann. Phys. 49, 769–822 (1916)

2. Huf, P.A., Carminati, J.: http://bach2roq.com/science/maths/gr/GR-software-packages.html (2014). Accessed 3 Apr 2017

3. MacCallum, M. A. H., Skea, J. E. F.: SHEEP: a computer algebra system for general relativity. In: Rebouças, M.J., Roque, W.L. (eds.) Algebraic Computing in General Relativity. (Proceedings of the First Brazilian School on Computer Algebra, vol. 2). Oxford University Press, Oxford (1994)

4. d’Inverno, R.: Introducing Einstein’s Relativity. Oxford University Press, Oxford (1992)

5. MacCallum, M.A.H.: http://www.maths.qmul.ac.uk/~mm/shp/ (2011). Accessed 26 Oct 2017

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1. Computer algebra in gravity research;Living Reviews in Relativity;2018-08-20

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