On global properties of static spherically symmetric EYM fields with compact gauge groups

@inproceedings{Oliynyk2003OnGP,
  title={On global properties of static spherically symmetric EYM fields with compact gauge groups},
  author={Todd Andrew Oliynyk and Hans Peter K{\"u}nzle},
  year={2003}
}
The set of all possible spherically symmetric magnetic static Einstein–Yang–Mills field equations for an arbitrary compact semisimple gauge group G was classified in two previous papers. Local analytic solutions near the centre and a black-hole horizon as well as those that are analytic and bounded near infinity were shown to exist. Some globally bounded solutions are also known to exist because they can be obtained by embedding solutions for the G = SU(2) case which is well understood. However… CONTINUE READING