Higher (equivariant) topological complexity of Milnor manifolds
Milnor manifolds are the total spaces of projectivizations of certain vector bundles over projective spaces. In this paper, we compute the sharp bounds on the higher topological complexity of these manifolds, and in many cases, we compute its exact value. We also compute sharp bounds on the higher equivariant topological complexity of Milnor manifolds, when they admit free $\mathbb{Z}_2$ and circle-actions.