论文标题
Yang-Mills作为受约束的高斯
Yang-Mills as a Constrained Gaussian
论文作者
论文摘要
阳米尔斯根据载体的对数衍生物进行了重新制定。经典的运动方程式被恢复，路径积分以两种方式重写，这两种方式都是高斯满足二次约束的形式。
Yang-Mills is reformulated in terms of the logarithmic derivative of the holonomies. The classical equations of motion are recovered, and the path integral is rewritten in two ways, both of which are of the form of a Gaussian satisfying a quadratic constraint.
