NOTE ON TOPOLOGICAL COMPLEXITY OF SOME REAL PROJECTIVE SPACES AND REAL FLAG MANIFOLDS
Let be the topological complexity of a path-connected topological space X. We first present some new results about topological complexity of some real projective spaces. We then give a lower bound on the flag manifold of q‑tuples of mutually orthogonal vector subspaces in where and
flag manifolds, real projective spaces, Lusternik-Schnirelmann category, topological complexity.
