1. CJM 1999 (vol 51 pp. 897)
||Cohomology of Complex Projective Stiefel Manifolds |
The cohomology algebra mod $p$ of the complex projective Stiefel
manifolds is determined for all primes $p$. When $p=2$ we also
determine the action of the Steenrod algebra and apply this to the
problem of existence of trivial subbundles of multiples of the
canonical line bundle over a lens space with $2$-torsion, obtaining
optimal results in many cases.