Dimensional Reduction in Quantum Gravity
Miscellaneous
Domain Context
Physics
Citation
Gerard t’Hooft. (1993). Dimensional Reduction in Quantum Gravity.
Why this reference is included
t’Hooft’s Dimensional Reduction in Quantum Gravity (1993) sits in the program’s reference corpus. Cited 2 times in Book II (Categorical Holomorphy), Part 11, Chapter What τ Gains, where the program draws on it in the context of “The Central Theorem (Gain 14) The Central Theorem O(τ^3) ≅ A_spec() asserts exact holographic duality: the holomorphic function algebra on τ^3 is isomorphic to the spectral….”
Cited in
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Book II — Categorical Holomorphy Part 11Chapter What τ Gains
The Central Theorem (Gain 14) The Central Theorem O(τ^3) ≅ A_spec() asserts exact holographic duality: the holomorphic function algebra on τ^3 is isomorphic to the spectral character algebra on the boundary
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Book II — Categorical Holomorphy Part 11Chapter What τ Gains
The closest approximation is the AdS/CFT correspondence in theoretical physics, which is a conjecture, not a theorem