LAURA DEMARCO AND NIKI MYRTO MAVRAKI Abstract. We study the dynamics of algebraic families of maps on PN, over the eld C of complex numbers, and the geometry of their …
2 LAURA DEMARCO AND MYRTO MAVRAKI The proofs involve a combination of techniques from arithmetic geometry and com-plex dynamics. As much as possible, we mimic the …
LAURA DE MARCO AND NIKI MYRTO MAVRAKI Abstract. Zhuchao Ji and Junyi Xie recently proved that the multiplier spectrum of a map f : P1!P1 will uniquely determine the map up to …
Myrto Mavraki, Harvard University. September 23. Jit Wu Yap, Harvard University. October 14. Fei Hu, University of Oslo and Harvard University. October 21. Laura DeMarco, Harvard …
Sep 7, 2024 · LAURA DE MARCO AND NIKI MYRTO MAVRAKI Abstract. We study algebraic relations among postcritically nite (PCF) param-eters in the family f c(z) = z2 +c. In [GKNY], it …
LAURA DE MARCO, NIKI MYRTO MAVRAKI, AND HEXI YE Abstract. For each integer d 2, let M d denote the moduli space of maps f : P1!P1 of degree d. We study the geometric con …
preprint with Myrto Mavraki [DM], we build on the work of Gauthier-Vigny [GV] and her earlier work with Schmidt [MS], in combination with an equidistribution theorem of [YZ], to study the …
May 8, 2018 · Special thanks go to Matt Baker, Myrto Mavraki, Xiaoguang Wang, and Hexi Ye for many interesting discussions and collaborations which led to the formulation of Conjecture 1.1 …