FraE2007: Difference between revisions
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M. Frasca | {{Article | ||
| author = M. Frasca | |||
| title = Infrared Gluon and Ghost Propagators | |||
| journal = Phys. Lett | |||
| jvol = B670 | |||
| jpage = 73-77 | |||
| year = 2008 | |||
| arxivid = 0709.2042 | |||
| mathsciid = | |||
}} | |||
Note: There appears to be a serious error in this paper, in Theorem 1: a field A which is a critical point (or extremiser) for the Yang-Mills functional when restricted to a special subclass of fields, is not necessarily a critical point for the functional for all fields, and in particular is not necessarily a solution to the Yang-Mills equation. | Note: There appears to be a serious error in this paper, in Theorem 1: a field A which is a critical point (or extremiser) for the Yang-Mills functional when restricted to a special subclass of fields, is not necessarily a critical point for the functional for all fields, and in particular is not necessarily a solution to the Yang-Mills equation. | ||
Revision as of 00:20, 17 May 2009
M. Frasca. Infrared Gluon and Ghost Propagators. Phys. Lett, B670 (2008), 73-77. MathSciNet, arXiv.
Note: There appears to be a serious error in this paper, in Theorem 1: a field A which is a critical point (or extremiser) for the Yang-Mills functional when restricted to a special subclass of fields, is not necessarily a critical point for the functional for all fields, and in particular is not necessarily a solution to the Yang-Mills equation.
