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OPTIMAL QUADRATURES IN L2(EP), II,
BROWN UNIV PROVIDENCE R I DIV OF APPLIED MATHEMATICS
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This paper is an extension of an earlier paper in which the hypercircle inequality was applied to quadratures of a certain class of analytic functions. In this paper the quadratures nodes are allowed to be variable and the bound obtained from the hypercircle inequality is minimized with respect to the nodes. Computed tables and examples are also given. Author
APPROVED FOR PUBLIC RELEASE