Three New Theorems in Harmonic Potential Theory. Mixed Boundary-Value Problems in R Greater Than or Equal to 0, Z Greater Than or Equal to 0.
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WISCONSIN UNIV MADISON MATHEMATICS RESEARCH CENTER
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Three new theorems are presented which state the form of solution to some mixed boundary-value problems in axially-symmetric harmonic potential theory for the region r or 0, z or 0. These theorems may provide a powerful tool for the solution of such problems and provide alternative methods for solving dual integral equations. Applications of the theory are discussed. Author
- Theoretical Mathematics