Let \(H\) be a Hilbert space over \(\CC\). The dual of \(H\) is the set \(\dualof{H}\) of linear functionals \(L\colon H\to \CC\) that are continuous with respect to the norm of \(H\).
Dual of a Hilbert space
D-PQIQO
D-PQIQO
Let \(H\) be a Hilbert space over \(\CC\). The dual of \(H\) is the set \(\dualof{H}\) of linear functionals \(L\colon H\to \CC\) that are continuous with respect to the norm of \(H\).