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Conformal Cyclic Cosmology
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Implications for Thermodynamics and Black Holes
CCC inherently addresses the Second Law of Thermodynamics. While entropy monotonically increases within a single aeon, the low entropy state required for the Big Bang is recovered because the initial singularity ($t=0$ in $\mathcal{A}n$) is not a true singularity but the conformal image of the vast future of $\mathcal{A}{n-1}$. The entropy gradient is reset across the [conformal boundary](/entrie… -
Negative Intrinsic Mass (nim)
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The Vanishing Point Effect (VPE)
When $\text{NIM}$ exists in a low-entropy state, it exhibits the Vanishing Point Effect (VPE). This effect posits that an object of $\text{NIM}$ will attempt to minimize its interaction potential energy by reducing its spatial dimensions towards zero, provided the ambient energy flux ($\PhiE$)/) remains below a critical threshold $\Phi_c$.
$$\text{Dimension } (D) \propto e^{-\PhiE / \Phic}$$ -
Yukawa Coupling
Linked via "low-entropy state"
The existence of the Yukawa coupling implies a deep connection between the fundamental properties of particles (mass) and the vacuum structure of the universe (the Higgs VEV). Furthermore, the specific structure of the Yukawa sector, which is not derivable from first principles within the SM, is widely viewed as an indicator of the underlying theory of flavor physics.
Some sp…