论文标题
朝着阳米尔斯理论
Towards equivariant Yang-Mills theory
论文作者
论文摘要
我们研究了Batalin-Vilkovisky（BV）形式主义的均值扩展的背景下，研究了四个维量规的理论。我们讨论了BV Yang-Mills（YM）理论的嵌入到更大的BV理论中及其关系。对伯氏（BV）的局部集成（BV推动图映射）在Abelian情况下明确执行。结果，我们获得了cartan演算的非本地同源性概括，并获得了满足均衡主方程的阿贝尔YM BV动作的非本地延伸。
We study four dimensional gauge theories in the context of an equivariant extension of the Batalin-Vilkovisky (BV) formalism. We discuss the embedding of BV Yang-Mills (YM) theory into a larger BV theory and their relation. Partial integration in the equivariant BV setting (BV push-forward map) is performed explicitly for the abelian case. As result, we obtain a non-local homological generalization of the Cartan calculus and a non-local extension of the abelian YM BV action which satisfies the equivariant master equation.
