Corpus ID: 235266046

Implication of the swampland distance conjecture on the Cohen-Kaplan-Nelson bound in de Sitter space

@inproceedings{Seo2021ImplicationOT,
  title={Implication of the swampland distance conjecture on the Cohen-Kaplan-Nelson bound in de Sitter space},
  author={Min-Seok Seo},
  year={2021}
}
The Cohen-Kaplan-Nelson (CKN) bound formulates the condition that black hole is not produced by the low energy effective field theory dynamics. In de Sitter space it also constrains the maximal size of the matter distribution to be smaller than the cosmological horizon determined by black hole. On the other hand, the swampland distance conjecture (SDC) predicts that de Sitter space becomes unstable by the descent of the low energy degrees of freedom from UV. This results in the rapid increase… Expand

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