1978
DOI: 10.1007/bf01931694
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A note on Davis type error bounds

Abstract: Abstract.Bounds for the error of the approximation of the value of a bounded linear functional

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“…We prove this theorem in the same way as in [8] (where it is given for a case of quadrature) but in more detail. From (14) it follows that the optimal interpolatory rule interpolates the functions n ).…”
Section: Minimization Of the Error Estimate Of The Interpolatory Rulementioning
confidence: 94%
“…We prove this theorem in the same way as in [8] (where it is given for a case of quadrature) but in more detail. From (14) it follows that the optimal interpolatory rule interpolates the functions n ).…”
Section: Minimization Of the Error Estimate Of The Interpolatory Rulementioning
confidence: 94%