论文标题
动机同质组的乘法结构
The Multiplicative Structures on Motivic Homotopy Groups
论文作者
论文摘要
我们调和了Voevodsky和Dugger使用的动机环光谱的同质环上的乘法。尽管这种联系是基本的，并且在超对称性等情况下也观察到了类似的现象，但我们和我们咨询的其他研究人员都不知道矛盾的定义和潜在后果。因此，这个简短说明。
We reconcile the multiplications on the homotopy rings of motivic ring spectra used by Voevodsky and Dugger. While the connection is elementary and similar phenomena have been observed in situations like supersymmetry, neither we nor other researchers we consulted were aware of the conflicting definitions and the potential consequences. Hence this short note.
