  I study type II critical collapse in the spherically symmetric gravitating
magnetic monopole system. This is an Einstein-Yang-Mills-Higgs system with two
matter fields: a field parametrizing the scalar field gauged under SU(2) and a
field parametrizing the gauge field. This system offers interesting differences
compared to what is commonly found for type II collapse in other systems. For
example, instead of the critical solution sitting between collapse and complete
dispersal of the matter fields, on the non-black hole side of the critical
solution, the matter fields settle down to a static and stable configuration.
More interesting, however, is that I find strong evidence for the existence of
two critical solutions, each with their own set of scaling and echoing
exponents, which I determine numerically.
