Penrose's intense cosmic censorship conjecture asserts that the Cauchy horizon inside the dynamically formed black hole is unstable to the remaining material eld that falls into the black hole. The physical importance of this conjecture stems from the fact that it provides the necessary conditions for general relativity to become truly deterministic gravity. In a recent paper by Hod, it provides a proof based on Beckenstein 's second law of generalized thermodynamics that conrms the validity of the interesting Penrose conjecture in the space-time of curved black holes. Recently, an article of mine obtained interesting results about the superradiant stability of Kerr black holes. The result contains some conclusions that violate the "no-hair theorem". We know that the phenomenon of black hole superradiation is a process of entropy reduction, and connecting Hod's paper with my paper, I found that the strong cosmic censorship conjecture may be violated.