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Preprint Jul 2026

Sharp Bounds for Totally Invariant Cycles of Projective Varieties

Let $X$ be a smooth projective variety, $f:X\to X$ an int-amplified endomorphism, and $L$ any ample line bundle on $X$. We prove that, in every codimension, the total degree of prime cycles that become totally invariant under an iterate of $f$ satisfies an explicit Hilbert-function bound on their total $L$-degree. In p...

Wen Chang, Yujie Luo · 2 citations
Preprint Aug 2026

Log Calabi--Yau structure for endomorphisms on $\mathbf{P}^n$

Let $f:\mathbf{P}^n\to\mathbf{P}^n$ be a $q$-polarized endomorphism, where $q>1$, and let $R_f$ be its ramification divisor. We study the singularities of the ramification pair $(\mathbf{P}^n,R_f)$. We show that, for a general $f$, the pair $(\mathbf{P}^n,R_f)$ is log canonical. When $n=2$, we prove that there exists a...

Yu-Jie Luo, Sheng Meng · 0 citations

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