  We consider asymptotically flat static spherically symmetric black hole
solutions in SU(N) Einstein-Yang-Mills theory. Embedding the N-dimensional
representation of $su(2)$ in $su(N)$, the purely magnetic gauge field ansatz
contains $N-1$ functions. When one or more of these gauge field functions are
identically zero, magnetically charged EYM black hole solutions emerge,
consisting of a neutral and a charged gauge field part, based on non-abelian
subalgebras and the Cartan subalgebra of $su(N)$, respectively. We classify
these charged black hole solutions in general and present numerical solutions
for SU(5) EYM theory.
