Non local Ward Identity in Configuration Space
位形空间非定域Ward恒等式

By starting from the configuration space generating functional for gauge theory obtained by using the Faddeev Popov methed, the Ward identity under general non Abelian transformation in configuration space is deduced. By appling the results to non Abel Chern Simons theory, the Ward identity for the gauge ghost field proper vertices has been also derived. The comparison of the result with those in ref1]is discussed.