Mackey space
In mathematics, particularly in functional analysis, a Mackey space is a locally convex topological vector space X such that the topology of X coincides with the Mackey topology τ(X,X′), the finest topology which still preserves the continuous dual.They are named after George Mackey.Examples of locally convex spaces that are Mackey spaces include: This mathematical analysis–related article is a stub.You can help Wikipedia by expanding it.