  New solutions to the static, spherically symmetric Einstein-Yang-Mills-Higgs
equations with the Higgs field in the triplet resp. doublet representation are
presented. They form continuous families parametrized by $\alpha=M_W/M_Pl$
($M_W$ resp. $M_Pl$ denoting the W-boson resp. the Planck mass). The
corresponding spacetimes are regular and have spatially compact sections. A
particularly interesting class with the Yang-Mills amplitude being nodeless is
exhibited and is shown to be linearly stable with respect to spherically
symmetric perturbations. For some solutions with nodes of the Yang-Mills
amplitude a new stabilization phenomenon is found, according to which their
unstable modes disappear as $\alpha$ increases (for the triplet) or decreases
(for the doublet).
