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https://doi.org/10.1007/s11464-022-1032-z
Copy DOIJournal: Frontiers of Mathematics | Publication Date: Dec 1, 2022 |
This paper is to investigate the J-selfadjointness of a class of high-order complex coefficients differential operators with transmission conditions. Using the Lagrange bilinear form of J-symmetric differential equations, the definition of J-selfadjoint differential operators and the method of matrix representation, we prove that the operator is J-selfadjoint operator, and the eigenvectors and eigen-subspaces corresponding to different eigenvalues are C-orthogonal.
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