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本文引入了相当广泛的几类Wilson作用量,推导了与这些作用量相应的Wilson圈变量的Schwinger-Dyson方程,并证明在连续极限下,这些方程有着相同的形式,从而说明这些作用量是等价的。Some categories of generalized Wilson actions are introduced and the Schwinger-Dyson equations corresponding to these actions are derived. It is shown that these equations have the same form as those in the continuum limit, thus showing that these generalized Wilson actions are equivalent.
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