Geodesic
From Slavnov--Taylor identities to the ZJ equation
Informatics and Automation, Problems of modern theoretical and mathematical physics: Gauge theories and superstrings, Tome 272 (2011), pp. 299-303

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In their work devoted to the proof of the renormalizability of non-Abelian gauge theories in the broken phase, Lee and Zinn-Justin have directly benefited from Slavnov's important contributions. Later generalized in the form of the BRST symmetry, the Slavnov–Taylor identities eventually have led to a remarkable quadratic equation for the renormalized gauge action (sometimes called the Zinn-Justin (ZJ) equation), allowing a completely general proof of renormalizability of non-Abelian gauge theories. 
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     title = {From {Slavnov--Taylor} identities to the {ZJ} equation},
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Jean Zinn-Justin. From Slavnov--Taylor identities to the ZJ equation. Informatics and Automation, Problems of modern theoretical and mathematical physics: Gauge theories and superstrings, Tome 272 (2011), pp. 299-303. http://geodesic.mathdoc.fr/item/TRSPY_2011_272_a26/