THE SCHWINGER-DYSON EQUATIONS OF THE WILSON LOOP VARIABLE IN THE LATXTICE GAUGEX FIELD THEORY AND THE PROBLEM OF UNIVERSALITY

HE XIANG-HAO; XIAN DING-CHANG

doi:10.7498/aps.34.882

Abstract
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.
Authors and contacts
HE XIANG-HAO,

XIAN DING-CHANG

1.
中国科学院高能物理研究所
References

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Vol. 34, Issue 7 - 1985-04-05

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THE SCHWINGER-DYSON EQUATIONS OF THE WILSON LOOP VARIABLE IN THE LATXTICE GAUGEX FIELD THEORY AND THE PROBLEM OF UNIVERSALITY

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THE SCHWINGER-DYSON EQUATIONS OF THE WILSON LOOP VARIABLE IN THE LATXTICE GAUGEX FIELD THEORY AND THE PROBLEM OF UNIVERSALITY

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