Multipliers-of-self-maps-on-P2: This repository is ancilliary to the paper: A. Guillot and V. Ramírez. On the multipliers at fixed points of self-maps of the projective plane. arXiv: 1902.04433 (2019). This paper is about quadratic endomorphisms on the complex projective plane having an invariant line. We describe the algebraic relations among the multipliers of the fixed points and prove that these multipliers completely determine the linear equivalence class of the endomorphism.
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References in zbMATH (referenced in 4 articles , 1 standard article )
Showing results 1 to 4 of 4.
- Doyle, John R.; Silverman, Joseph H.: Moduli spaces for dynamical systems with portraits (2020)
- Hutz, Benjamin: Multipliers and invariants of endomorphisms of projective space in dimension greater than 1 (2020)
- Guillot, Adolfo; Ramírez, Valente: On the multipliers at fixed points of quadratic self-maps of the projective plane with an invariant line (2019)
- Guillot, Adolfo: Quadratic differential equations in three variables without multivalued solutions. I (2018)