论文标题
全息自然和宇宙学放松
Holographic Naturalness and Cosmological Relaxation
论文作者
论文摘要
我们重新出现了主要的宇宙学问题,因为幻觉起源于我们对{\ it vacuo}中隐藏信息全息的无知。宇宙学真空状态充满了大量的动态量子毛,称为{\ it Hairons},占主导地位的宇宙熵。我们在动态和恒定的可能性中详细介绍了宇宙常数(CC)问题。我们表明,CC和Planck能量尺度之间的所有危险量子混合都被指数抑制为Hairon环境的熵集体效应。结果,暗能量尺度对任何普朗克校正都不敏感。另一方面,从任何辐射效应中也同样稳定了通货膨胀量。在黑暗能源的情况下,我们显示了全息熵吸引子的存在,有利于将来的时间变化$λ\ rightarrow 0 $,而不是静态CC情况;即$ W> -1 $ Dynamilical DE偏爱CC或$ W <-1 $ Phantom宇宙学。在通货膨胀和黑暗能源部门中,我们与最近提出的跨普兰克审查制度猜想(TCC)有关跨性别的问题。我们表明,在通货膨胀后,任何亚浮游生波长模式的生存概率完全可以忽略不计为全息净水机制。换句话说,海洋在全息拼图时间中提供了移植模式的全息谐波。这避免了TCC的强大范围,并避免了发电量和DE电位。
We rediscuss the main Cosmological Problems as illusions originated from our ignorance of the hidden information holographically stored in {\it vacuo}. The Cosmological vacuum state is full of a large number of dynamical quantum hairs, dubbed {\it hairons}, which dominate the Cosmological Entropy. We elaborate on the Cosmological Constant (CC) problem, in both the dynamical and time-constant possibilities. We show that all dangerous quantum mixings between the CC and the Planck energy scales are exponentially suppressed as an entropic collective effect of the hairon environment. As a consequence, the dark energy scale is UV insensitive to any planckian corrections. On the other hand, the inflation scale is similarly stabilized from any radiative effects. In the case of the Dark energy, we show the presence of a holographic entropic attractor, favoring a time variation of $Λ\rightarrow 0$ in future rather than a static CC case; i.e. $w>-1$ Dynamical DE is favored over a CC or a $w<-1$ phantom cosmology. In both the inflation and dark energy sectors, we elaborate on the Trans-Planckian problem, in relation with the recently proposed Trans-Planckian Censorship Conjecture (TCC). We show that the probability for any sub-planckian wavelength modes to survive after inflation is completely negligible as a holographic wash-out mechanism. In other words, the hairons provide for a holographic decoherence of the transplanckian modes in a holographic scrambling time. This avoids the TCC strong bounds on the Inflaton and DE potentials.