We prove in this paper that every $p$-local compact group is approximated bytransporter systems over finite $p$-groups. To do so, we use unstable Adamsoperations acting on a given $p$-local compact group and study the structure ofresulting fixed points.
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机译:我们在本文中证明,每个$ p $-局部紧凑型组在有限的$ p $ -groups上均由运输系统近似。为此,我们对给定的$ p $-局部紧致群使用不稳定的Adams运算,并研究所得不动点的结构。
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