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The push-forward compatibility conjecture for coordinate axes and dual numbers
Let $k$ be a regular $\mathbb{F}_p$ -algebra. Consider the natural long exact sequence … and the canonical isomorphism … The element $x-y$ defines a push-forward map…
Conjectureopenalgebraic-k-theory cyclic-homology witt-differentialsarXiv posted 2 days ago

The push-forward compatibility conjecture for coordinate axes and dual numbers