论文标题
亚当斯型地图在构图下不稳定
Adams-type maps are not stable under composition
论文作者
论文摘要
我们简单地反面表明了合理的猜想，即在组成下，环形光谱的亚当型型图稳定。然后，我们在一个字段上表明，这种故障是非常极端的，因为任何$ \ mathbb {e} _ {\ infty} $的地图 - 代数是Adams-type地图的跨数组成。
We give a simple counterexample to the plausible conjecture that Adams-type maps of ring spectra are stable under composition. We then show that over a field, this failure is quite extreme, as any map of $\mathbb{E}_{\infty}$-algebras is a transfinite composition of Adams-type maps.
