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Asymptotical representation of singular integral with the Hilbert kernel near a point of weak continuity of density
Authors:R B Salimov
Institution:1.Kazan State Architecture and Building University,Kazan,Russia
Abstract:We derive an asymptotical representation for singular integral with the Hilbert kernel near a fixed point where its density vanishes as a negative power of module of logarithm of distance from this point.
Keywords:
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