Measure, Integration & Real Analysis · Problem 10A.2

Linear Maps on Hilbert Spaces — Sheldon Axler

Mathematics — Measure Theory · adjoint-inclusion-map

Problem

Suppose VV is a Hilbert space, UU is a closed subspace of VV, and T:U→VT: U \to V is defined by Tf=fTf = f. Describe the linear operator T∗:V→UT^*: V \to U.

Related theory

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