## Stable geometric dimension of vector bundles over
odd-dimensional real projective spaces

This paper, coauthored by Martin Bendersky, was accepted to appear
in Boletin Sociedad Matematicas Mexicana on Sept 23, 2005.
Here it is in pdf format.

Abstract: In a recent paper, the geometric dimension of all
stable vector bundles over real projective space P^n was
determined if n is even and sufficiently large with respect
to the order 2^e of the bundle. Here we perform a similar
determination when n is odd and e>6. The work is more
delicate since P^n does not admit a v1-map when n is odd.
There are a few extreme cases which we are unable to
determine precisely.