- Title: Topics in harmonic function theory"
- Description: This Master's thesis consists of two papers dealing with aspects of harmonic function theory in the complex plane. In the first paper we consider a scale of weighted Laplace differential operators for the upper half-plane. A related Poisson kernel is studied and the associated Dirichlet problem is solved using an associated Poisson type integral. The second paper is concerned with a certain superposition property of classical harmonic functions
- Start Date: Oct. 1, 2011
- Finished Date: May 23, 2012
- Supervisor: Anders Olofsson
- Student: Gaurav Mehendiratta
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Last update: 2013-04-11
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