## Linear operators: Spectral operators |

### From inside the book

Results 1-3 of 19

Page 2512

scattering operators and contraction semi-groups in Hilbert space. Doklady Akad.

**Nauk SSSR**160, 9-12 (1965). (Russian) Math. Rev. 30, #5169, 961 (1965). 2. Onscattering operators and contraction semi-groups in Hilbert space. Doklady Akad.

**Nauk SSSR**165, 9-12 (1965). (Russian) Math. Rev. 32 #6240, 1068 (1966).Page 2545

Nauk 14, no. 3 (87), 145-152 (1959). (Russian) Math. Rev. 22 #9856 (1961).

Amer. Math. Soo. Transl. (2) 26, 221-229. 23. A contribution to the theory of linear

non-sdfadjoint operators. Doklady Akad.

Nauk 14, no. 3 (87), 145-152 (1959). (Russian) Math. Rev. 22 #9856 (1961).

Amer. Math. Soo. Transl. (2) 26, 221-229. 23. A contribution to the theory of linear

non-sdfadjoint operators. Doklady Akad.

**Nauk SSSR**130, 254-256 (1960).Page 2549

Doklady Akad.

363-366 (1963). 7. The inverse problem for a nonselfadjoint operator. Doklady

Akad.

).

Doklady Akad.

**Nauk SSSR**149, 256-259 (1963). (Russian) Soviet Math. Dokl. 4,363-366 (1963). 7. The inverse problem for a nonselfadjoint operator. Doklady

Akad.

**Nauk SSSR**166, 30-33 (1966). (Russian) Math. Rev. 33 #4720, 800 (1967).

### What people are saying - Write a review

We haven't found any reviews in the usual places.

### Contents

SPECTRAL OPERATORS | 1924 |

Spectral Operators | 1925 |

Terminology and Preliminary Notions | 1928 |

Copyright | |

47 other sections not shown

### Other editions - View all

### Common terms and phrases

adjoint operator algebra of projections Amer analytic arbitrary asymptotic B-space Banach space Boolean algebra Borel sets boundary conditions bounded Borel function bounded linear operator bounded operator commuting compact complex numbers complex plane constant contains continuous functions converges Corollary countably additive Definition denote dense differential operator disjoint Doklady Akad domain eigenvalues elements equation exists finite number Foias follows from Lemma follows from Theorem formal differential operator formula Hence Hilbert space hypothesis identity inequality inverse Lebesgue Math matrix measurable functions multiplicity Nauk SSSR norm normal operators operators in Hilbert perturbation polynomial Proof properties prove quasi-nilpotent restriction Russian satisfies scalar operator scalar type operator scalar type spectral Section semi-group sequence shows spectral measure spectral operator spectral theory spectrum strong operator topology subset Suppose trace class type spectral operator unbounded uniformly bounded unique vector weakly complete zero