论文标题
Steenrod代数的共同体中的Mahowald操作员
The Mahowald operator in the cohomology of the Steenrod algebra
论文作者
论文摘要
我们研究Mahowald操作员$ M = \ langle g_2，h_0^3， - \ rangle $在Steenrod代数的共同体中。我们表明，在经典和$ \ Mathbb {c} $ - 动机上下文中，操作员与$ a（2）$的共同体相互作用。这概括了Margolis，Priddy和Tangora的先前工作。
We study the Mahowald operator $M = \langle g_2,h_0^3, - \rangle$ in the cohomology of the Steenrod algebra. We show that the operator interacts well with the cohomology of $A(2)$, in both the classical and $\mathbb{C}$-motivic contexts. This generalizes previous work of Margolis, Priddy, and Tangora.
