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Qmechanic
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does Does AdS/CFT implies that there is an CFT in physical horizons?

so my rough understanding is that the AdS/CFT duality is some sort of isomorphism between an N dimensional$(d+1)$-dimensional gravitational theory and a N$d$-1 dimensionaldimensional conformal field theory on the boundary.

The boundary of our 3+1D spacetime is the union of the cosmological horizon plus the event or apparent horizons of black holes in it, which are 2+1D spaces

So my question is: does this imply that there are some conformal fields evolving in those 2+1D physical boundaries at this very moment, that map one-on-one the evolution of the 3+1D spacetime? like some sort of crystal ball?

can you influence what happens in the 3+1D space by affecting what happens in those 2+1D boundaries?

I intentionally made this question as wild as possible so we mere non-stringy mortals can know where we stand with all this duality business

does AdS/CFT implies that there is an CFT in physical horizons?

so my rough understanding is that the AdS/CFT duality is some sort of isomorphism between an N dimensional gravitational theory and a N-1 dimensional conformal field theory on the boundary.

The boundary of our 3+1D spacetime is the union of the cosmological horizon plus the event or apparent horizons of black holes in it, which are 2+1D spaces

So my question is: does this imply that there are some conformal fields evolving in those 2+1D physical boundaries at this very moment, that map one-on-one the evolution of the 3+1D spacetime? like some sort of crystal ball?

can you influence what happens in the 3+1D space by affecting what happens in those 2+1D boundaries?

I intentionally made this question as wild as possible so we mere non-stringy mortals can know where we stand with all this duality business

Does AdS/CFT implies that there is an CFT in physical horizons?

so my rough understanding is that the AdS/CFT duality is some sort of isomorphism between an $(d+1)$-dimensional gravitational theory and a $d$-dimensional conformal field theory on the boundary.

The boundary of our 3+1D spacetime is the union of the cosmological horizon plus the event or apparent horizons of black holes in it, which are 2+1D spaces

So my question is: does this imply that there are some conformal fields evolving in those 2+1D physical boundaries at this very moment, that map one-on-one the evolution of the 3+1D spacetime? like some sort of crystal ball?

can you influence what happens in the 3+1D space by affecting what happens in those 2+1D boundaries?

I intentionally made this question as wild as possible so we mere non-stringy mortals can know where we stand with all this duality business

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lurscher
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does AdS/CFT implies that there is an CFT in physical horizons?

so my rough understanding is that the AdS/CFT duality is some sort of isomorphism between an N dimensional gravitational theory and a N-1 dimensional conformal field theory on the boundary.

The boundary of our 3+1D spacetime is the union of the cosmological horizon plus the event or apparent horizons of black holes in it, which are 2+1D spaces

So my question is: does this imply that there are some conformal fields evolving in those 2+1D physical boundaries at this very moment, that map one-on-one the evolution of the 3+1D spacetime? like some sort of crystal ball?

can you influence what happens in the 3+1D space by affecting what happens in those 2+1D boundaries?

I intentionally made this question as wild as possible so we mere non-stringy mortals can know where we stand with all this duality business