[ 1] Chen Z X, Kw ak D Y, Yon Y J. M ultig rid a lgo rithm s fo r noncon fo rm ing and m ix ed m ethods for nonsymm e tric and indefin iteproblem s[ J]. SIAM J Sc iCom put, 1998, 19( 2): 502-515.
[ 2] 石钟慈, 许学军. 非对称不定问题的非协调多重网格方法[ J] . 计算数学, 1999, 21( 4): 507-512.
[ 3] Chen J, Xu X. The m ortar e lement m ethod for rota ted Q1 e lem ent[ J]. J Com putM ath, 2002, 20( 3): 313-324.
[ 4] 黄佩奇, 陈金如. M ortar型旋转Q1元的多重网格方法[ J]. 计算数学, 2008, 30( 1) : 1-16.
[ 5] Schatz A H. An observation concern ing Ritz-Ga lerkin m e thods w ith indefin ite b ilinear form s[ J]. M a th Com p, 1974, 28( 128): 956-962.
[ 6] Sh i Z, Xu X, Chen J. M u ltigr id for themo rtar-type noncon fo rm ing e lem ent m ethod for nonsymm etric and indefin ite problem s[ C] / /Thirteenth Interna tiona l Conference on Dom a in Decom positionM thods. B arce lona: C IMNE, 2002: 277-284.
[ 7] Bank R E. A com parison of tw o mu ltileve l itera tive me thods fo r nonsymm etr ic and indefin ite ellip tic finite e lem ent equations[ J]. S IAM J Num er Ana ,l 1981, 18( 4): 724-743.
[ 8] 黄佩奇, 王锋, 陈金如. M ortar型旋转Q1 元的瀑布型多重网格方法[ J] . 南京师大学报: 自然科学版, 2007, 30( 4):20-27.