Abstract
We construct an example of a finite dimensional $L_{\infty}$ algebra which is generated by a Lie algebra together with a non-Lie action on another vector space. We then show how this example fits into the gauge transformation theory of Berends, Burgers and Van Dam.
Citation
Marilyn Daily. Tom Lada. "A finite dimensional $L_\infty$ algebra example in gauge theory." Homology Homotopy Appl. 7 (2) 87 - 93, 2005.
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