Trapped surface formation in general relativity can be studied through a coupled set of nonlinear equations, where various terms can be neglected, as was proved by a rigorous mathematical analysis of Christodoulou. This paper is devoted to a pedagogical synthesis of the mathematical formalism employed in this analysis, i.e., the optical struc- ture of general relativity investigated by Christodoulou, Klainerman and other authors after them.
A concise introduction to trapped surface formation in general relativity / Bini, ; D, ; Esposito, G. - 292:(2017), pp. 245-261.
A concise introduction to trapped surface formation in general relativity
ESPOSITO G
2017
Abstract
Trapped surface formation in general relativity can be studied through a coupled set of nonlinear equations, where various terms can be neglected, as was proved by a rigorous mathematical analysis of Christodoulou. This paper is devoted to a pedagogical synthesis of the mathematical formalism employed in this analysis, i.e., the optical struc- ture of general relativity investigated by Christodoulou, Klainerman and other authors after them.File in questo prodotto:
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