论文标题
Harrison-Zel'Dovich量表不变性和超级宇宙中“宇宙常数”的指数下降
Harrison-Zel'dovich scale invariance and the exponential decrease of the "cosmological constant" in the super-early Universe
论文作者
论文摘要
考虑了重力理论的宇宙学后果。引入了从狄拉克标量场中引入的广义宇宙常数。考虑了一个超级（Harrison-Zel'dovich）尺度不变宇宙的阶段。结果表明，尽管规模因素急剧增加并证明了通货膨胀的行为，但广义宇宙学常数从大爆炸开始时的巨大价值急剧下降到现代时代的极小价值，这解决了众所周知的“宇宙常数问题”。
Cosmological consequences of the Poincare-Weyl gauge theory of gravity are considered. A generalized cosmological constant depending from the Dirac scalar field is introduced. The stage of a super-early (Harrison-Zel'dovich) scale invariant Universe is considered. It is shown that while the scale factor sharply increases and demonstrates inflationary behavior, the generalized cosmological constant decreases sharply from a huge value at the beginning of the Big Bang to an extremely small value in the modern era, which solves the well-known "cosmological constant problem".
