We develop tools for computing the connective n-th Morava K-theory of spaces.
Starting with a Universal Coefficient Theorem that computes the cohomology
version from the homology version, we show that every step in the process of
computing one is mirrored in the other and that this can be used to make
computations. As our example, we compute the connective n-th Morava K-theory of
the second mod p Eilenberg-MacLane space.Comment: minor change of title and one sentence adde