C1-stability of naked singularities arising in an inhomogeneous dust collapse

Physics

Scientific paper

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Scientific paper

Considering an inhomogeneous dust collapse we prove that, given an arbitrary C1-mass function F(r), there exist infinitely many C1-energy functions f(r) such that the initial data F(r) and f(r) lead the collapse to a strong-curvature naked singularity. Thus C1-mass functions constitute the true initial data for such a collapse. We further prove that the occurrence of such naked singularities is stable but not generic in C1-topology with respect to such mass functions.

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