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.

中文翻译：

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ℙk 的某些双有理映射的等分布定理

我们证明了某类双有理映射的正闭合电流的均布定理F+：ℙķ → ℙķ代数度d ≥ 2令人满意的⋃n≥0F-n(一世+) ∩⋃ n≥0F+n(一世-) = ∅， 在哪里F-是的倒数F+和一世±是不确定性的集合F±， 分别。