
Dierk • SCHLEICHER
Professeur (PR) • Affiliation : Aix-Marseille Université (AMU)
Site : Luminy • Bureau : 320 • Etage du bureau : 3 •
ERC HOLOGRAM (2016-2021)
Groupe(s) scientifiques(s) de l'utilisateur :
Thématiques scientifiques : Aucun·e
Publications HAL
2023/07 - Internal Addresses of the Mandelbrot Set and Galois Groups of Polynomials2023/03 Mathematics of Computation - The Weierstrass–Durand–Kerner root finder is not generally convergent
2022/03 Springer Verlag - A Classification of Postcritically Finite Newton Maps
2022/01 Fundamenta Mathematicae - Unicritical laminations
2022/01 Ergodic Theory and Dynamical Systems - Homotopy Hubbard trees for post-singularly finite exponential maps
2021/07 - Rigidity of Newton dynamics
2021/06 The Mathematical Intelligencer - John Conway: The Man Who Played Mathematics
2021/04 Transactions of the American Mathematical Society - Puzzles and the Fatou–Shishikura injection for rational Newton maps
2021/04 Transactions of the American Mathematical Society - Puzzles and the Fatou–Shishikura injection for rational Newton maps
2021/01 Indiana University Mathematics Journal - Combinatorial properties of Newton maps
2020/12 Arnold Mathematical Journal - Core Entropy of Quadratic Polynomials
2020/01 Discrete & Continuous Dynamical Systems - A - Finding polynomial roots by dynamical systems – A case study
2019/11 Ergodic Theory and Dynamical Systems - A combinatorial classification of postcritically fixed Newton maps
2019/11 Ergodic Theory and Dynamical Systems - A combinatorial classification of postcritically fixed Newton maps
2017/08 Nonlinearity - Antiholomorphic perturbations of Weierstrass Zeta functions and Green’s function on tori
2017/06 Theoretical Computer Science - Newton's method in practice: Finding all roots of polynomials of degree one million efficiently
2017/01 Fundamenta Mathematicae - Hausdorff dimension of biaccessible angles for quadratic polynomials
2014/01 - Multicorns are not Path Connected