An analogue of the Sommerfeld radiation condition for the Dirac operator
classification
🧮 math-ph
math.APmath.MP
keywords
conditiondiracanalogueradiationallowsanalysiscauchydomains
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A simple radiation condition at infinity for time-harmonic massive Dirac spinors is proposed. This condition allows an analogue of the Cauchy integral formula in unbounded domains for null-solutions of the Dirac equation to be proved. The result is obtained with the aid of methods of quaternionic analysis.
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