论文标题
重力理论中进化方程的核的方法
The method of the kernel of the evolution equation in the gravity theory
论文作者
论文摘要
“协变扰动理论”的方法允许在旋转riemannian歧管上计算进化方程的内核。提出的有效作用的公理定义将通用量表参数（长度平方维度）引入了无量纲的数学理论。结果表明，这种几何结果具有现场理论的作用，包括重力。在该功能中，张量排名中最低的两个订单独立于自旋组和局部。他们以宇宙常数重现相对性的作用。通用量表的现代价值可以由测得的哈勃常数确定。可变比例参数可以让我们构建公理宇宙学理论。
The method of 'covariant perturbation theory' allowed for the computation of the kernel of the evolution equation on a spin Riemannian manifold. The proposed axiomatic definition of the effective action introduces the universal scale parameter, with the length square dimensionality, into a dimensionless mathematical theory. It is shown that this geometrical result has a physical meaning of the action of field theory, including gravity. Two orders lowest in a tensor rank in this functional are independent of a spin group and local. They reproduce the action of relativity with the cosmological constant. The modern value of the universal scale could be determined by the measured Hubble constant. The variable scale parameter could let us build axiomatic cosmological theories.
