  Deterministic nature of general relativity is ensured by the strong cosmic
censorship conjecture, which asserts that spacetime cannot be extended beyond
Cauchy horizon with square integrable connection. Although this conjecture
holds true for asymptotically flat black hole spacetimes in general relativity,
a potential violation of this conjecture occurs in charged asymptotically de
Sitter spacetimes. Since it is expected that Einstein-Hilbert action will
involve higher curvature corrections, in this article we have studied whether
one can restore faith in the strong cosmic censorship when higher curvature
corrections to general relativity are considered. Contrary to our expectations,
we have explicitly demonstrated that not only a violation to the conjecture
occurs near extremality, but the violation appears to become stronger as the
strength of the higher curvature term increases.
