BIRS Workshop Lecture Videos
The mod \(p\) motivic Steenrod algebra in characteristic \(p\) Frankland, Martin
The mod \(\ell\) dual motivic Steenrod algebra was computed by Voevodsky over a field of characteristic zero, and by Hoyois, Kelly, and Østvær over a field of positive characteristic \(p \neq l\). I will describe work in progress towards extending their result to the case \(p=\ell\). This is joint with Markus Spitzweck.
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