Dynamical Mordell-Lang conjecture /

510MS
Am512

137673

Bell, Jason P., Dynamical Mordell-Lang conjecture / Jason P. Bell, Dragos Ghioca and Thomas J. Tucker. - Providence : American Mathematical Society, ©2016.
xiii, 280 pages ; 26 cm. - (Mathematical surveys and monographs ; v 210.) Content notes : 1. Introduction --
2. Background material --
3. The dynamical mordell-lang problem --
4. A geometric Skolem-Mahler-Lech theorem --
5. Linear relations between points in polynomial orbits --
6. Parameterization of orbits --
7. The split case in the dynamical mordell-ang conjecture --
8. Heuristics for avoiding ramification --
9. Higher dimensional results --
10. Additional results towards the dynamical mordell-lang conjecture --
11. Sparse sets in the dynamical mordell-lang conjecture --
12. Denis-mordell-lang conjecture --
13. Dynamical mordell-lang conjecture in positive characteristic --
14. Related problems in arithmetic dynamics --
15. Future directions. 9781470424084 * Mordell conjecture. Algebraic curves. Arithmetical algebraic geometry. Algebraic geometry. * Ghioca, Dragos,Tucker, Thomas J., * Title * Series