Black hole information paradox?

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SUMMARY

The discussion centers on the black hole information paradox, specifically the hypothesis that black holes may store information on their surface area, aligning with the holographic principle. Participants suggest that the singularity of a black hole could act as a conduit between macro and micro universes, potentially preserving information at the Planck scale. This concept implies that the processes occurring within black holes mirror those in the broader universe, supporting the idea of information conservation.

PREREQUISITES
  • Understanding of the holographic principle in theoretical physics
  • Familiarity with black hole singularity and event horizon concepts
  • Knowledge of Planck scale physics
  • Basic grasp of information theory in quantum mechanics
NEXT STEPS
  • Research the holographic principle and its implications for black holes
  • Study the nature of black hole singularities and their properties
  • Explore quantum information theory and its relation to black holes
  • Investigate recent findings on black hole thermodynamics and information conservation
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Astronomers, theoretical physicists, and anyone interested in the intersection of quantum mechanics and cosmology will benefit from this discussion.

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Would it be possible for a black hole to carve a trail of information on two dimensional space in the holographic universe? Could the black hole, acting as a conduit between the macro and micro universe, due to its properties at the singularity (at the plank scale) carve the the information into the granular space and therefore conserving the information?

G.
 
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You might find this interesting. Some astronomers reasoned that when a black hole singularity consumes objects; the information of the object is stored on the surface area of the black hole itself. It's also generally accepted that the activity that occurs inside a black hole are the same that occur in the Universe. So in a way, you could say that the information is conserved.

~Hope this kinda helped :/
 

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