I came across this terminology but don't know what it means: "p-linear endomorphism".
More specifically, it said "Let F be a p-linear endomorphism of a vector space V".
Can someone explain it to me?
I came across this terminology but don't know what it means: "p-linear endomorphism".
More specifically, it said "Let F be a p-linear endomorphism of a vector space V".
Can someone explain it to me?
In some papers, $p$-linear just means... homogeneous of degree $p$. More precisely, it seems that this terminology is used when working on structures with finite characteristic. I've read that an andomorphism $F$ is $1/p$-linear when $F(\alpha x)=\alpha^{\frac{1}{p}}F(x)$ for each $x$ and $\alpha$.