Partial inversion for linear systems and partial closure of independence graphs
N. Wermuth Artikkel Engelsk
*0011426140 *008070212s2006 xx# 000 0 eng *019 $bk *08230$a512.5 *100 $aWermuth, N.$uMathematical Statistics, Chalmers/Göteborgs Universitet, Göteborg, Sweden ; wermuth@math.chalmers.se$_160095800 *245 $aPartial inversion for linear systems and partial closure of independence graphs *300 $aS. [883]-901 *500 $aVitenskapelig artikkel *5208 $aInneholder sammendrag *650 $aLineær algebra$2norart$_13445000 *653 $aCholesky factorization$9eng$_160095900 *653 $aGauss-Doolittle method$9eng$_160096000 *653 $adirected acyclic graphs$9eng$_140982000 *653 $agraphical chain model$9eng$_160096100 *653 $ainduced independence graphs$9eng$_160096200 *653 $asuccessive orthogonalization$9eng$_160096300 *653 $asweep operator$9eng$_160096400 *653 $atriangular systems$9eng$_160096500 *700 $aCox, D.R.$uNuffield College, Oxford, UK ; david.cox@nuffield.oxford.ac.uk$_160096600 *700 $aWiedenbeck, M.;$uCenter of Survey Research, Mannheim, Germany ; wiedenbeck@zuma-mannheim.de$_160096700 *773 $tBIT : numerical mathematics$gVol. 46, no. 4 (2006)$x0006-3835$w(NO-LaBS)655878(tnr) *8564 $uhttps://doi.org/10.1007/s10543-006-0093-9 *999 $z700402598$anorart:700402598 ^