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  • 1 UNIVERSITY OF HAIFA DEPARTMENTS OF COMPUTER SCIENCE AND MATHEMATICS HAIFA 31905 ISRAEL HAIFA 31905 ISRAEL
  • 2 MOSCOW INSTITUTE OF STEEL AND ALLOYS DEPARTMENT OF MATHEMATICS MOSCOW RUSSIA MOSCOW RUSSIA
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Abstract  

The asymptotic behavior of the values of the integral of the Lebesgue function induced by interpolation at the Chebyshev roots is studied. Two leading terms in the corresponding asymptotic expansion are found explicitly.

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