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--- theorems:noethers_theorems [2018/04/12 15:22]
bogumilvidovic [FAQ]
+++ theorems:noethers_theorems [2018/05/05 12:50]
jakobadmin ↷ Links adapted because of a move operation
@@ Line 292: / Line 292: @@
 </blockquote>
-<blockquote>Noether’s 1918 theorem [41] relating infinitesimal “global” symmetries to conservation laws, is a cherished cornerstone of modern theoretical physics; however, the second theorem (appearing in the same work) applicable to “local” symmetry remains somewhat obscure [43]. Our goal is to use Noether’s second theorem as a starting point for a general approach to [[advanced_notions:ward_indentities|Ward identities]] for gauge symmetry. In particular, we are motivated by recent new Ward identities for large gauge symmetry in gravity and QED [4–6, 8–13], and recent discussions in [37]. (This assertion is based, in part, on informal discussions. An important exception is [[https://arxiv.org/abs/hep-th/0111246|44]], which introduced the authors
+<blockquote>Noether’s 1918 theorem [41] relating infinitesimal “global” symmetries to conservation laws, is a cherished cornerstone of modern theoretical physics; however, the second theorem (appearing in the same work) applicable to “local” symmetry remains somewhat obscure [43]. Our goal is to use Noether’s second theorem as a starting point for a general approach to [[advanced_tools:ward_indentities|Ward identities]] for gauge symmetry. In particular, we are motivated by recent new Ward identities for large gauge symmetry in gravity and QED [4–6, 8–13], and recent discussions in [37]. (This assertion is based, in part, on informal discussions. An important exception is [[https://arxiv.org/abs/hep-th/0111246|44]], which introduced the authors
 to Noether’s second theorem)

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