Critical orbits of holomorphic maps on projective spaces
- Cite this article as:
- Veda, T. J Geom Anal (1998) 8: 319. doi:10.1007/BF02921645
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We study the dynamics of iterated holomorphic maps of a complex projective space onto itself. Relations between the Fatou set and the orbits of critical points are investigated. In particular, results concerning critically finite maps on the Riemann sphere are generalized to higher dimensional case.