摘要
如果无常原则适用于 Verlinde entropic 想法，它在普朗克常数的规模在牛顿力学的第二条法律导致一个新术语。这个好奇的速度依赖者术语在我们探讨的这封短信启发严肃的一个摩擦特征这个新术语作为时间依赖者数量修改有效的团和牛顿的常数。因此，我们必须有一在 holographic 屏幕和 G 附近在粒子团 m 上在有效的团的价值上跑。这结果有一几乎有关于大数字假设(L.N.H ) 的迪拉克假设的关系。我们建议经由 Verlinde 想法的改正的 entropic 术语能为迪拉克想法的真实性作为一条 holographic 证据被带。
If the uncertainty principle applies to the Verlinde entropic idea, it leads to a new term in the Newton＇s second law of mechanics in the Planck＇s scale. This curious velocity dependent term inspires a frictional feature of the gravity. In this short letter we address that this new term modifies the effective mass and the Newtonian constant as the time dependent quantities. Thus we must have a running on the value of the effective mass on the particle mass m near the holographic screen and the G. This result has a nigh relation with the Dirac hypothesis about the large numbers hypothesis （L.N.H.）. We propose that the corrected entropie terms via Verlinde idea can be brought as a holographic evidence for the authenticity of the Dirac idea.
