Pages that link to "Item:Q1934302"
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The following pages link to An upper bound for the height for regular affine automorphisms of \({\mathbb{A}^n}\). A height bound for regular affine automorphisms (Q1934302):
Displaying 11 items.
- Primitive divisors, dynamical Zsigmondy sets, and Vojta's conjecture (Q740846) (← links)
- Height bounds and preperiodic points for families of jointly regular affine maps (Q1001761) (← links)
- Ample canonical heights for endomorphisms on projective varieties (Q2317153) (← links)
- The equidistribution of small points for strongly regular pairs of polynomial maps (Q2435118) (← links)
- Regular polynomial automorphisms in the space of planar quadratic rational maps (Q2659570) (← links)
- Canonical height functions for monomial maps (Q2867003) (← links)
- (Q4555779) (← links)
- GIT stability of Hénon maps (Q5117323) (← links)
- Canonical heights for Hénon maps (Q5411926) (← links)
- (Q6200356) (← links)
- Periodic points and arithmetic degrees of certain rational self-maps (Q6610110) (← links)