The mixed boundary value problem of the physics of magnetized semiconductors in an interior domain with cuts (Q2455191)
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scientific article
| Language | Label | Description | Also known as |
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| English | The mixed boundary value problem of the physics of magnetized semiconductors in an interior domain with cuts |
scientific article |
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The mixed boundary value problem of the physics of magnetized semiconductors in an interior domain with cuts (English)
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22 October 2007
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The authors deal with the mixed boundary value problem for harmonic functions in an interior non-simply connected domain with cuts. Existence and uniqueness of a solution are proved. The integral representation of the solution is obtained in the form of harmonic potentials whose densities are determined from a uniquely solvable system of integral equations.
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domain with cuts
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mixed BVP
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integral equation
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harmonic function
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