Pages that link to "Item:Q4286427"

The following pages link to A Compactum That Cannot Be an Attractor of a Self-Map on a Manifold (Q4286427):

Displaying 8 items.

• Minimal dynamics on Menger manifolds (Q1295197) (← links)
• A real attractor non admitting a connected feasible open set (Q2321620) (← links)
• On the set of wild points of attracting surfaces in \(\mathbb{R}^3\) (Q2362592) (← links)
• Arcs, balls and spheres that cannot be attractors in \(\mathbb R^3\) (Q2790601) (← links)
• Some duality properties of non-saddle sets (Q5936525) (← links)
• The realization problem of non-connected compacta as attractors (Q6077867) (← links)
• The geometric index and attractors of homeomorphisms of (Q6172710) (← links)
• Knotted toroidal sets, attractors and incompressible surfaces (Q6192238) (← links)