Pages that link to "Item:Q2565106"
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The following pages link to Surface diffeomorphisms via train-tracks (Q2565106):
Displaying 11 items.
- The generalized Lefschetz number of homeomorphisms on punctured disks (Q1046441) (← links)
- Languages, D0L-systems, sets of curves, and surface automorphisms. (Q1400580) (← links)
- Groups generated by positive multi-twists and the fake lantern problem (Q1855207) (← links)
- Train tracks with<i>C</i><sup>1+</sup>self-renormalizable structures (Q3584649) (← links)
- Tiling the Projective Foliation Space of a Punctured Surface (Q3791897) (← links)
- ENTROPIES OF BRAIDS (Q4549837) (← links)
- Train tracks and measured laminations on infinite surfaces (Q5047911) (← links)
- Dynnikov coordinates on punctured torus (Q5100234) (← links)
- An effective algebraic detection of the Nielsen–Thurston classification of mapping classes (Q5496332) (← links)
- The index of coincidence Nielsen classes of maps between surfaces (Q5948952) (← links)
- Entropy of real rational surface automorphisms: actions on the fundamental groups (Q6201847) (← links)