分形宇宙与光速：宇宙常数的修正
Fractal universe and the speed of light: Revision of the universal constants
摘要：
我们应用属性的自相似性，对应于一个分形宇宙的概念，时间的维度。由此可见，任何时间间隔，由任何时钟的任何滴答声给出，都与宇宙的年龄成正比。时间的分形给出了空间和质量的分形。第一个结果是光速与时间成反比，与哈勃参数相同。然后，我们修正了宇宙常数，在宇宙学尺度上，它们都是一阶的，正如狄拉克所提出的。我们发现了三个不同的尺度，每一个尺度之间的距离大约是5 × 10^60：宇宙、普朗克尺度和我们所说的亚普朗克尺度。对于这个分形宇宙，爱因斯坦宇宙学方程的积分给出了一个非膨胀宇宙的解，该解具有观测到的数值参数的现值。从遥远星系测量到的红移在这里被解释为由于在分形宇宙中光速的降低。
英文摘要：
We apply the property of selfsimilarity that corresponds to the concept of a fractal universe, to the dimension of time. It follows that any interval of time, given by any tick of any clock, is proportional to the age of the universe. The fractality of time gives the fractality of space and mass. First consequence is that the speed of light decreases inversely proportional to time, same as the Hubble parameter. We then revise the universal constants and, at the cosmological scale, they are all of order one, as Dirac proposed. We find three different scales, each one separated by a factor of about 5x10^60: the universe, the Planck scale and what we call the sub Planck scale. Integration of the Einstein cosmological equations, for this fractal universe, gives the solution of a non-expanding universe with the present value of the observed numerical parameters. The red shift measured from the distant galaxies is interpreted here as due to the decreasing speed of light in a fractal universe.
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