  We show that gravity cures the infra-red divergence of the Yang monopole when
a proper definition of conserved quantities in curved backgrounds is used, i.e.
the gravitating Yang monopole in cosmological Einstein theory has a finite mass
in generic even dimensions (including time). In addition, we find exact
Yang-monopole type solutions in the cosmological
Einstein-Gauss-Bonnet-Yang-Mills theory and briefly discuss their properties.
