## Linear Operators: Spectral operators |

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Page 2313

hort space we use our practice 1 stes in many usual distinction between the

definitions of adjoint operators arises . This is because in Hilbert space we use

the Hermitian rather than the pure

in ...

hort space we use our practice 1 stes in many usual distinction between the

definitions of adjoint operators arises . This is because in Hilbert space we use

the Hermitian rather than the pure

**Banach space**adjoint , contrary to our practicein ...

Page 2514

Some properties of spectral maximal spaces and decomposable operators . Rev .

Roumaine Math . Pures Appl . 12 , 607 – 610 ( 1967 ) . 16 . Some properties of a

couple of operators on a

Some properties of spectral maximal spaces and decomposable operators . Rev .

Roumaine Math . Pures Appl . 12 , 607 – 610 ( 1967 ) . 16 . Some properties of a

couple of operators on a

**Banach space**. Rev . Roumaine Math . Pures Appl ...Page 2528

Finite dimensional perturbations in

powers of a contraction in Hilbert space . Proc . Amer . Math . Soc . 16 , 659 – 661

( 1965 ) . 12 . On spectrality criterion for operators on a direct sum of Hilbert

spaces .

Finite dimensional perturbations in

**Banach spaces**. Amer . ... Weak limits ofpowers of a contraction in Hilbert space . Proc . Amer . Math . Soc . 16 , 659 – 661

( 1965 ) . 12 . On spectrality criterion for operators on a direct sum of Hilbert

spaces .

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