Linear inverse problems for a class of degenerate equations of Sobolev type
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Considering degenerate equations of Sobolev type with principal part an elliptic parabolic operator, we study solvability of linear inverse problems with final and integral overdetermination and prove existence of regular solutions.
Linear inverse problems, final overdetermination, integral overdetermination, degenerate equations of sobolev type, regular solutions, existence
Короткий адрес: https://sciup.org/147159184
IDR: 147159184
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