*0011444026
*008080107s2007    xx#           000 0 eng
*019  $bk
*08230$a511.8
*100  $aWang, X.H.$uDepartment of Mathematics, Zhejiang University, Hangzhou, Zhejiang, P.R. China ; xinghua@familywang.net ;$_161185800
*245  $aThe Iyengar inequality, revisited
*300  $aS. [837]-852 : ill.
*500  $aVitenskapelig artikkel
*5208 $aInneholder sammendrag
*650  $aAlgoritmer$2norart$_23241100
*650  $aInterpolasjon$2norart$_16494700
*650  $aUlikheter$2norart$_48283300
*650  $aflateinnhold$9nor$2norart$_159121700
*650  $akurver$9nor$2norart$_134706300
*653  $aIyengar inequality$9eng$_161185900
*653  $abest interpolation$9eng$_161186000
*653  $abest quadrature$9eng$_161186100
*653  $acentral algorithm$9eng$_158670000
*653  $aperfect spline$9eng$_161186200
*700  $aXie, C.C.;$uDepartment of Mathematics, Zhejiang University, Hangzhou, Zhejiang, P.R. China ; xcc9805@yahoo.com.cn$_161186300
*700  $aYang, S.J.$uDepartment of Mathematics, Hangzhou Normal College, Hangzhou, Zhejiang, P.R. China : sjyang@hztc.edu.cn$_161186400
*773  $tBIT : numerical mathematics$gVol. 47, no. 4 (2007)$x0006-3835$w(NO-LaBS)655878(tnr)
*8564 $uhttps://doi.org/10.1007/s10543-007-0153-9
*999  $z800419718$anorart:800419718
^