Journal, Volume 2Morse & Bagg, printers to the Legislature, 1955 Includes extra sessions. |
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Page vii
... operators are those operators defined on function spaces that are “small” at signs, i.e. at {—l, O, 1}-valued functions. The idea to consider such operators has led to many interesting problems that can be applied to geometric ...
... operators are those operators defined on function spaces that are “small” at signs, i.e. at {—l, O, 1}-valued functions. The idea to consider such operators has led to many interesting problems that can be applied to geometric ...
Page ix
... operators 1. Convolution operators 2. Wiener - Hopf operators 3. The Fredholm index XIII . Wiener - Hopf integral operators with rational symbols 1. Preliminaries and scalar case 3. Inversion and Fredholm characteristics 4. Intermezzo ...
... operators 1. Convolution operators 2. Wiener - Hopf operators 3. The Fredholm index XIII . Wiener - Hopf integral operators with rational symbols 1. Preliminaries and scalar case 3. Inversion and Fredholm characteristics 4. Intermezzo ...
Page
... operators to stable invariant subspaces of operators , etc. Desiring to obtain an approximate Jordan canonical form theorem , Z.J. Jiang asked some questions concerning the description of the norm - closures of ( SI ) operators and of ...
... operators to stable invariant subspaces of operators , etc. Desiring to obtain an approximate Jordan canonical form theorem , Z.J. Jiang asked some questions concerning the description of the norm - closures of ( SI ) operators and of ...
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