Showing papers by "David E. Blair published in 2012"
11 citations
TL;DR: In this article, it was shown that a complex (κ, µ)-space with κ < 1 is a locally homogeneous complex contact metric manifold and that such a complex space has either κ = 1 or is GH-local symmetric.
Abstract: We prove that a complex (κ, µ)-space with κ < 1 is a locally homogeneous complex contact metric manifold. Also, a complex (κ, µ)-space has either κ = 1 or is GH-locally symmetric.
7 citations