H2n+1 H₂₍+₁‐structures on odd‐dimensional projective spaces

Puntos clave

• The aim is to explore the equivariant compactifications of the Heisenberg group into projective spaces.
• Theoretical proof of compactification processes.
• Comparison with classical results on vector groups.
• Focus on odd-dimensional projective spaces.
• Demonstrates the existence of infinitely many inequivalent equivariant compactifications.
• Establishes a non-commutative analog to established results in geometry.
• Applies findings specifically to odd-dimensional projective spaces.