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- W2553918695 abstract "In this paper, a characterization of all the regularly solvable operators and their adjoints generated by a general quasi-differential expressions q p, τ in p w L spaces is obtained. The domains of these operators are described in terms of boundary conditions involving the square-integrable solutions of the quasi-differential equation ( ) uw u q p λ = τ , and the adjoint equation ( ) ( ). , C � λ λ = τ + ' ' vw v p q The results herein are extensions of those of Evans and Ibrahim (4) and Hilbert Frentzen (13, 14) for general case in p L spaces. The results include those of Sun Jiong (8) and Zettl (22) concerning self-adjoint realizations of symmetric operators when the minimal operator ( ) q p T , 0 τ has equal deficiency indices, and Evans (2)," @default.
- W2553918695 created "2016-11-30" @default.
- W2553918695 creator A5058823864 @default.
- W2553918695 date "2015-01-01" @default.
- W2553918695 modified "2023-10-17" @default.
- W2553918695 title "THE REGULARLY SOLVABLE OPERATORS" @default.
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