International Journal of Mathematics ( IF 0.604 ) Pub Date : 2021-02-19 , DOI: 10.1142/s0129167x21500178
Taeyong Ahn

We prove an equidistribution theorem of positive closed currents for a certain class of birational maps $f+:ℙk→ℙk$ of algebraic degree $d≥2$ satisfying $⋃n≥0f−n(I+)∩⋃n≥0f+n(I−)=∅$, where $f−$ is the inverse of $f+$ and $I±$ are the sets of indeterminacy for $f±$, respectively.

certaink的两等对映图的等分性定理

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