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1 result for Octantizability

New proof shows certain manifolds cannot have real projective structure.

problem Demonstrating certain manifolds do not admit real projective structures.
method Reproved classification of closed real projective manifolds with nilpotent holonomy groups, using octantizability concept.
result Proved RPn#RPn\mathbf{RP}^n \# \mathbf{RP}^n and some others do not admit real projective structures.