Philip Rabinowitz
Abstract
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A general uniform convergence theorem for numerical integration of Cauchy principal value integrals is proved. Seven special instances of this theorem are given as corollaries.
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A general uniform convergence theorem for numerical integration of Cauchy principal value integrals is proved. Seven special instances of this theorem are given as corollaries.
Key concepts: Mathematics, Cauchy principal value, Cauchy's convergence test, Convergence (economics), Principal value, Residue theorem, Cauchy's integral theorem, Cauchy distribution