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The Galois theory of orbits in arithmetic dynamics

Edited by org.aimpl.user:zibiana@gmail.com

    Sections

    1. 1. Density results for PCF polynomials
    2. 2. Conjugacy Invariants
    3. 3. Geometric vs. Arithmetic representations
    4. 4. Dynatomic Modular Curves
    5. 5. Boundary of $M_d$
    6. 6. Critical Relations
    7. 7. Dynatomic side
    8. 8. Arboreal side
    9. 9. At what level do we see deformation?
    10. 10. Find more arboreal Galois representations
    11. 11. Formal period $n$
    12. 12. Study wild ramification in arboreal Galois representations
    13. 13. Category of arboreal representations
    14. 14. Inverse Arboreal Galois Problem (IAGP)
    15. 15. Galois independence of distinct dynamical systems
    16. 16. Local Global Principle for arboreal Galois representations
    1. Bibliography

      Cite this as: AimPL: The Galois theory of orbits in arithmetic dynamics, available at http://aimpl.org/galarithdyn.