## Linear Operators, Part 2 |

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Page 1844

Dines, L. L. 1. Convewity in a linear space with an inner product. Duke

520—534 (1939). 2. On the supporting-plane property of a conveo: body. Bull.

**Math**. Ann. 125, 366-393 (1958). Moses, H. E. (see Kay, 1.) Moskovitz, D., andDines, L. L. 1. Convewity in a linear space with an inner product. Duke

**Math**. J. 5,520—534 (1939). 2. On the supporting-plane property of a conveo: body. Bull.

Page 1851

in the complex domain. Amer.

**Math**. Soc. 89, 259-260 (1988). Some theorems on orthogonal functions. Studla**Math**. B, 226-288 (1081). Paley, R. E. A. C., and Wiener, N. 1. Fourier transformsin the complex domain. Amer.

**Math**. Soc. Colloquium Pub. no. 19, New York ...Page 1854

J.

. 73, 127-131 (1951). On the spectra of ...

application of spectral theory to a singular calculus of variations problem. Amer.

J.

**Math**. 73, 857-362 (1951). On commulators of bounded matrices. Amer. J.**Math**. 73, 127-131 (1951). On the spectra of ...

**Math**. Soc. 5, 929-931 (1954). Anapplication of spectral theory to a singular calculus of variations problem. Amer.

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### Contents

SPECTRAL THEORY | 858 |

Bounded Normal Operators in Hilbert Space | 887 |

Miscellaneous Applications | 937 |

Copyright | |

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### Common terms and phrases

Acad adjoint extension adjoint operator algebra Amer analytic B-algebra Banach spaces Borel set boundary conditions boundary values bounded operator closed closure coefficients complex numbers continuous function converges Corollary deficiency indices Definition denote dense differential equations Doklady Akad domain eigenfunctions eigenvalues element essential spectrum exists finite dimensional follows from Lemma follows from Theorem follows immediately formal differential operator formally self adjoint formula Fourier function f Haar measure Hence Hilbert space Hilbert-Schmidt operator hypothesis identity inequality integral interval kernel Lemma Let f linear operator linearly independent mapping matrix measure Nauk SSSR N. S. neighborhood norm open set operators in Hilbert orthogonal orthonormal Paoor partial differential operator Pnoor positive preceding lemma Proc prove real axis real numbers representation satisfies second order Section sequence singular solution spectral set spectral theory square-integrable subspace Suppose symmetric operator topology transform unique unitary vanishes vector zero