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In functional analysis, the concept of a strong dual space is associated with the notion of dual spaces of norms in vector spaces, particularly in the context of locally convex spaces. For a given normed space \(X\), the dual space \(X^*\) is defined as the space of all continuous linear functionals on \(X\).

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  1. Functional analysis
  2. Fields of mathematical analysis
  3. Mathematical analysis
  4. Fields of mathematics
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