*0011459683
*008080904s2008    xx#           000 0 eng
*019  $bk
*08230$a515.3
*100  $aHairer, Ernst$uUniv. de Genève, Section de Mathématiques, Genève, Switzerland : Ernst.Hairer@math.unige.ch$_159720300
*245  $aAchieving Brouwer's law with implicit Runge-Kutta methods
*300  $aS. [231]-243 : ill.
*500  $aVitenskapelig artikkel
*5208 $aInneholder sammendrag
*650  $aDifferensialligninger$2norart$_20877800
*650  $aRunge-Kutta-metoder$2norart$_14102000
*653  $aefficient implementation$9eng$_162081800
*653  $aimplicit Runge-Kutta methods$9eng$_162081900
*653  $along-time integration$9eng$_162082000
*653  $aprobabilistic error propagation$9eng$_162082100
*653  $around-off error$9eng$_162082200
*700  $aMcLachlan, Robert I.;$uMassey University, Institute of Fundamental Sciences, Palmerston North, New Zealand : r.mclachlan@massey.ac.nz$_162082300
*700  $aRazakarivony, Alain$uUniv. de Genève, Section de Mathématiques, Genève, Switzerland ; alain@arazakar.com$_162082400
*773  $tBIT : numerical mathematics$gVol. 48, no. 2 (2008)$x0006-3835$w(NO-LaBS)655878(tnr)
*8564 $uhttps://doi.org/10.1007/s10543-008-0170-3
*999  $z800435402$anorart:800435402
^