The spectral theorem

Diagonalization
The spectral theorem

Author : Marc LENOIR

Publication date: October 10, 2012 | Lire en français

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3. Diagonalization

The notions of adjoint and then of unitary operator generalize to continuous operators between Hilbert spaces: if $T \in L (H_{1}, H_{2})$ , its adjoint T* is the only element of $L (H_{2}, H_{1})$ such that $($

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Bibliography

(1) - ARVESON (W.) - A short course on spectral theory - Springer, Graduate texts in Mathematics 209 (2002).
(2) - ARVESON (W.) - An invitation to C* -algebras - Springer, Graduate texts in Mathematics 39 (1976).
(3)...

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Diagonalization The spectral theorem

3. Diagonalization

Bibliography

Diagonalization
The spectral theorem