The following pages link to A \(Z_ p\)-Borsuk-Ulam theorem (Q1826158):
Displaying 7 items.
- An index theory and existence of multiple brake orbits for star-shaped Hamiltonian systems (Q1101752) (← links)
- A simple proof of the degree formula for \((\mathbb{Z}/p)\)-equivariant maps (Q1319291) (← links)
- Multiple nodal solutions having shared componentwise nodal numbers for coupled Schrödinger equations (Q2225262) (← links)
- Remarks on subharmonics with minimal periods on Hamiltonian systems (Q4039277) (← links)
- Subharmonic solutions for convex nonautonomous Hamiltonian systems (Q5284495) (← links)
- Applications of a \(Z_p\) index theory to periodic solutions for a class of functional-differential equations (Q5937236) (← links)
- Multiple non-radial solutions for coupled Schrödinger equations (Q6644966) (← links)
