Discrepancy Theorems via Two-Sided Bounds for Potentials
In potential theory it is well known that a mass distribution σ is uniquely determined by its potential U σ . In this chapter we shall consider different ways of making this fact more precise for signed measures σ = σ + − σ − that are supported on curves or arcs L.
KeywordsConformal Mapping Signed Measure Jordan Curve Positive Part Discrepancy Theorem
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