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.

Examples

Examples of Mackey spaces include:

Properties

References

  1. 1 2 Schaefer (1999) p. 132
  2. Schaefer (1999) p. 138
  3. Schaefer (1999) p. 133
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