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On the Frobenius complexity of determinantal rings by Enescu, Florian; Yao, Yongwei is a scholarly article available to read on EtoBox.

What is On the Frobenius complexity of determinantal rings about?

We compute the Frobenius complexity for the determinantal ring of prime characteristic $p$ obtained by modding out the $2 \times 2$ minors of an $m \times n$ matrix of indeterminates, where $m > n \ge 2$. We also show that, as $p \to \infty$, the Frobenius complexity approaches $m-1$.

Author

Enescu, Florian; Yao, Yongwei

Published

2015

Language

EN