Results 141 to 150 of about 2,110,870 (239)
QUANTUM, GRAVITY AND GEOMETRY [PDF]
Recently,1–3 it is shown that, the quantum effects of matter are well described by the conformal degree of freedom of the space–time metric. On the other hand, it is a well-known fact that according to Einstein's gravity theory, gravity and geometry are interconnected.
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Smooth Quantum Gravity: Exotic Smoothness and Quantum Gravity [PDF]
Over the last two decades, many unexpected relations between exotic smoothness, e.g. exotic $\mathbb{R}^{4}$, and quantum field theory were found. Some of these relations are rooted in a relation to superstring theory and quantum gravity. Therefore one would expect that exotic smoothness is directly related to the quantization of general relativity. In
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Discreteness Unravels the Black Hole Information Puzzle: Insights from a Quantum Gravity Toy Model. [PDF]
Perez A, Viollet S.
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Dynamics of Fricke–Painlevé VI Surfaces
The symmetries of a Riemann surface Σ∖{ai} with n punctures ai are encoded in its fundamental group π1(Σ). Further structure may be described through representations (homomorphisms) of π1 over a Lie group G as globalized by the character variety C=Hom(π1,
Michel Planat, David Chester, Klee Irwin
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Quantum Gravity If Non-Locality Is Fundamental. [PDF]
Kauffman SA.
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From the Fibonacci Icosagrid to E8 (Part I): The Fibonacci Icosagrid, an H3 Quasicrystal
This paper introduces a new kind of quasicrystal by Fibonacci-spacing a multigrid of a certain symmetry, like H2, H3, T3, etc. Multigrids of a certain symmetry can be used to generate quasicrystals, but multigrid vertices are not a quasicrystal due to ...
Fang Fang, Klee Irwin
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Minimal and maximal lengths of quantum gravity from non-hermitian position-dependent noncommutativity. [PDF]
Lawson LM.
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We explore the relationship between complexity and duality in quantum systems, focusing on how local and non-local operators evolve under time evolution. We find that non-local operators, which are dual to local operators under specific mappings, exhibit
Jeff Murugan +2 more
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Statistical description of ideal gas at Planck scale with strong quantum gravity measurement. [PDF]
Lawson LM.
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QUANTUM POTENTIAL AND QUANTUM GRAVITY [PDF]
The quantum potential approach makes it possible to construct a complementary picture of quantum mechanical evolution which reminds classical equation of motion. The only difference as compared to equations of motion for the underlying classical system is the presence of an additional potential term being a functional of the real part of the ...
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