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Adjoint boundary value
problems for compactified singular differential operators
Philip William Walker |
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Vol. 49 (1973), No. 1, 265–278
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Abstract |
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This paper is concerned with differential operators and their adjoints induced in the Hilbert space ℒ2(w) by an operator (1∕w)l where l is an n-th order singular differential operator and w is a weight. It is shown that weights may be chosen and boundary conditions may be imposed so that the structure of these operators is similar to that of regular differential operators. |
Mathematical Subject Classification 2000
Primary: 47E05
Secondary: 34B25
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Milestones
Received: 18 August 1972
Published: 1 November 1973
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Authors |
| Philip William Walker | |
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