双变量度量理论及引力的量子化

Two-variables Metric Theory and Gravity Quantization

提出一种双变量度量空时与引力统一理论,求得了二者的场方程,其中引力部分归为广义相对论。把理论所描述的空时提供的曲率平方项输入到引力量子化方程式之中,逐阶抵消掉引力相互作用的发散,得到了可重整的引力量子化结果。该理论中不存在负能引力子,也不存在破坏么正性问题,所使用的空间几何是非交换的。

A two-variables metric theory unified the space-time and gravity is demonstrated, the field equations of them are given. In the theory the gravitational part is general relativity. Introduce the curvature square terms of the space-time of the theory into the gravitational quantization equation, the gravitational interaction divergences can be eliminated and a renormalizable gravitational quantization result is obtaind. In the theory there is no negative energy graviton, the unitarity is holded and the space geometry is not commutative.