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[1] Yingxiong Xiao£¬Zhiyang Zhou and Shi Shu, An efficient algebraic multigrid method for quadratic discretizations of linear elasticity problems on some typical anisotropic meshes in three dimensions,Numerical Linear Algebra with Applications, 2015, 22(3): 465-482. (SCI )[2] Yingxiong Xiao£¬Shi Shu£¬Ping Zhang£¬Min Tan£¬An algebraic multigrid method for isotropic linear elasticity problems on anisotropic meshes, Communications in Numerical Methods in Engineering, Currently known as " International Journal for Numerical Methods in Biomedical Engineering", 2010,26(5):534-553. (SCI )[3] Yingxiong Xiao, Shi Shu,Tuyan Zhao, A Geometric-based Algebraic Multigrid for Higher-Order Finite Element Equations in Two Dimensional Linear Elasticity, Numerical Linear Algebra with Applications,2009,16(7):535-559. (SCI )[4] Yingxiong Xiao, Shi Shu, Hongmei Zhang and Yuan Ouyang, An algebraic multigrid method for nearly incompressible elasticity problem in two dimensions, Advances in Applied Mathematics and Mechanics , 2009, 1(1):69-88. (SCI )[5] Yingxiong Xiao, Shi Shu, A robust parallel preconditioner for higher-order finite element discretizations in linear elasticity, Numerical Linear Algebra with Applications, 2011, 18(5): 827-842. (SCI)[6] Yingxiong Xiao£¬Ping Zhang and Shi Shu£¬An algebraic multigrid method with interpolation reproducing rigid body modes for semi-definite problems in two dimensional linear elasticity£¬Journal of Computational and Applied Mathematics 2007, 200(2): 637-652.(SCI)[7] Yingxiong Xiao£¬Ping Zhang and Shi Shu£¬Algebraic multigrid algorithms for elastic structures with highly discontinuous coefficients, Math. Comput. Simul., 2007, 76(4):249-262. (SCI)[8] S.Shu, I. Babuska, Y.X.Xiao, J.C.Xu and L. Zikatanov£¬Preconditioning discrete models of Lattice Block Materials, SIAM Journal on Scientific Computing, 2008, 31(1): 687-707. (SCI)[9] R.E. Caflish, Y.-J. Lee, S. Shu, Y.-X. Xiao and J.-C. Xu, An application of multigrid methods for a discrete elastic model for epitaxial systems, Journal of Computational Physics, 2006, 219: 697-714. (SCI)[10] Jiang Guangbiao, He Yongsen, Shu Shi and Xiao Yingxiong, Numerical prediction of inner turbulent flow in conical diffuser by using a new five-point scheme and DHR turbulence model, Journal of Central South University of Technology, 2008, 15(s1): 181-186. (SCI)[11]Íõ ±ë, ФӳÐÛ(ͨѶ×÷Õß), ÀîÕæÓУ¬Çó½âÈõ²»Á¬ÐøÎÊÌâµÄ ÐÍ×ÔÊÊÓ¦ÓÐÏÞÔª·½·¨£¬¹ÌÌåÁ¦Ñ§Ñ§±¨£¬2016£¬37(1): 59-73. £¨¹úÄÚȨÍþÆÚ¿¯£¬CSCDºËÐÄ£©[12] ФӳÐÛ, Õźì÷,Êæ ÊÊ£¬Èýάµ¯ÐÔÎÊÌâ¸ß´ÎÓÐÏÞÔª·½³ÌµÄ´úÊý¶à²ãÍø¸ñ·¨£¬¼ÆËãÁ¦Ñ§Ñ§±¨£¬2010£¬27(6): 995-1000,1015. £¨EI£¬CSCDºËÐÄ£©[13] Õźì÷,ФӳÐÛ(ͨѶ×÷Õß)£¬Èýάµ¯ÐÔÎÊÌâ¸ß´ÎÓÐÏÞÔªÀëÉ¢ÏßÐÔϵͳµÄ¿é¶Ô½ÇÄæÔ¤Ìõ¼þPCG·¨, ¹¤³ÌÁ¦Ñ§£¬2010,27(7):62-66. £¨EI£¬CSCDºËÐÄ£©[14] ФӳÐÛ£¬ÕŠƽ£¬ÊæÊÊ, Ñôݺ£¬µÈ´úÊý½á¹¹ÃæÍø¸ñÆÊ·ÖÏÂÈýάµ¯ÐÔÎÊÌâµÄ´úÊý¶àÖØÍø¸ñ·¨£¬¹¤³ÌÁ¦Ñ§£¬2005,22(6):76-81. £¨EI£¬CSCDºËÐÄ£©[15] ФӳÐÛ, ÖÜÖ¾Ñô, Êæ ÊÊ£¬¼¸ÀàµäÐÍÍø¸ñÏÂÈýάµ¯ÐÔÎÊÌâµÄ´úÊý¶à²ãÍø¸ñ·¨£¬¹¤³ÌÁ¦Ñ§£¬2011,28(6): 11-18.£¨EI£¬CSCDºËÐÄ£©[16] ФӳÐÛ£¬³ÂÅô£¬Êæ ÊÊ£¬Á½ÀàÍø¸ñ½á¹¹Ä£Ð͵ÄÔ¤´¦Àí·½·¨£¬¼ÆËãÁ¦Ñ§Ñ§±¨£¬2012£¬29(1)£º111-117. £¨EI£¬CSCDºËÐÄ£©[17] Áõ´ºÃ·£¬Ð¤Ó³ÐÛ£¨Í¨Ñ¶×÷Õߣ©£¬Êæ ÊÊ£¬ÖÓÁøÇ¿£¬µ¯ÐÔÁ¦Ñ§ÎÊÌâ×ÔÊÊÓ¦ÓÐÏÞÔª¼°Æä¾Ö²¿¶àÖØÍø¸ñ·¨£¬¹¤³ÌÁ¦Ñ§£¬2012,29(9):60-67,91. £¨EI£¬CSCDºËÐÄ£©[18] ФӳÐÛ£¬ÕŠƽ, Òü¾ÃÈÊ£¬Çó½âÒ»ÀàÍø¸ñ½á¹¹Ä£Ð͵ĴúÊý¶àÖØÍø¸ñ·¨£¬¼ÆËãÁ¦Ñ§Ñ§±¨£¬2005, 22(2):176-182. £¨EI£¬CSCDºËÐÄ£©[19] ФӳÐÛ£¬ÕŠƽ, ÊæÊÊ£¬µËÐñ»Ô£¬Ò»ÖÖ¼ÆË㸴ºÏ²ÄÁϵÈЧµ¯ÐÔÐÔÄܵÄÓÐÏÞÔª·½·¨£¬¹ÌÌåÁ¦Ñ§Ñ§±¨£¬2006,27(1):77-82. 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(CSCDºËÐÄ)[30] лѧ±ó£¬Ð¤Ó³ÐÛ£¬Å˳¤Á¼£¬ÊæÊÊ£¬´úÊý¶àÖØÍø¸ñ·¨ÔÚÑÒÌåÁ¦Ñ§ÓÐÏÞÔª·ÖÎöÖеÄÓ¦Ó㬹¤³ÌÁ¦Ñ§£¬2005,22(5):165-170. £¨EI£¬CSCDºËÐÄ£©[31] лѧ±ó£¬Ð¤Ó³ÐÛ£¬ÊæÊÊ£¬Å˳¤Á¼£¬ÑÒʯÁ¦Ñ§ÈýάÓÐÏÞÔª·ÖÎöµÄ´úÊý¶àÖØÍø¸ñÇó½â·¨£¬ÑÒʯÁ¦Ñ§Ó빤³Ìѧ±¨£¬2006,25(11):2358-2363. £¨EI£¬CSCDºËÐÄ£©[32] ФӳÐÛ£¬ÕŠƽ£¬º¬¼ä¶ÏϵÊýµ¯ÐԽṹµÄ¶àÖØÍø¸ñËã·¨ÓëÊýֵģÄ⣬¼ªÊ×´óѧѧ±¨×ÔÈ»¿Æѧ°æ£¬2006£¬27(5):76-81.[33] ФӳÐÛ£¬Êæ ÊÊ£¬Ñô ݺ£¬Çó½â¶þάÈýÎÂÄÜÁ¿·½³ÌµÄ»ùÓÚAMGÔ¤Ìõ¼þ×ÓµÄKrylov×Ó¿Õ¼äµü´ú·¨£¬ÊýѧÀíÂÛÓëÓ¦Óã¬2002,22(1):11-15.[34] ФӳÐÛ£¬ÊæÊÊ£¬¾§¸ñ²ÄÁÏÓë»ùÓÚAMGµÄ¿éGauss-Seidelµü´ú£¬Ïæ̶´óѧ×ÔÈ»¿Æѧѧ±¨£¬2000£¬22(5):.90-93.[35] Ì·Ãô,ФӳÐÛ£¬Êæ ÊÊ, Ò»ÖÖ¸÷ÏòÒìÐÔËıßÐÎÍø¸ñϵĴúÊý¶àÖØÍø¸ñ·¨£¬Ïæ̶´óѧ×ÔÈ»¿Æѧѧ±¨£¬2005, 27(1):78-84.[36] ÕÅ¿¡Ñ壬ÕÅƽ£¬¸ÊÇïÀ¼£¬Ð¤Ó³ÐÛ£¬¶à¿×²ÄÁÏ´ú±íµ¥ÔªµÄÐÔÖÊ£¬¹¤³ÌÁ¦Ñ§£¬2004,21(2):124-128. £¨EI£¬CSCDºËÐÄ£©[37] ½¯¹â±ë£¬ºÎÓÀÉ­,Êæ ÊÊ,ФӳÐÛ, ÓÃDHR Ä£ÐÍÓëAMG·¨¶Ô½¥À©¹ÜÄÚÎÉÁ÷ÊýÖµÔ¤²â,¿óÒµÑо¿Ó뿪·¢,2009,29(3):47-50.[38] Êæ ÊÊ£¬»ÆÔÆÇ壬Ñôݺ£¬ÎµÏ²¾ü£¬Ð¤Ó³ÐÛ£¬Ò»ÀàÈýάµÈ´úÊý½á¹¹ÃæÆÊ·ÖϵĴúÊý¶àÖØÍø¸ñËã·¨£¬¼ÆËãÎïÀí£¬2005£¬22(6):488-492. £¨EI£¬CSCDºËÐÄ£©[39] Shi Shu, Jinchao Xu, Yingxiong Xiao and Ludmil Zikatanov, Algebraic Multigrid Method on Lattice Block Materials, Recent Progress in Computional and Applied PDEs, Edited by Tony.F.Chan, et,al., Kluwer Academic/Plenum Publishers, Boston/London, 2002£º289-307.[40] ÕÅƽ£¬µËÐñ»Ô£¬Ðí¸££¬Ð¤Ó³ÐÛ£¬Òü¾ÃÈÊ£¬¸ß¾ÛÎï¶à³ß¶È½á¹¹Ä£ÐÍ£¬Ïæ̶´óѧ×ÔÈ»¿Æѧѧ±¨£¬2005, 27(1):1-5. ѧÊõ½»Á÷£º[1] 2015Äê8ÔÂ7ÈÕ-10ÈÕ£¬²Î¼ÓÓÉÀ¥Ã÷Àí¹¤´óѧ¾Ù°ìµÄ¡°µÚÊ®½ìÄÏ·½¼ÆËãÁ¦Ñ§Ñ§Êõ»áÒéôßÇì×£ÄÏ·½¼ÆËãÁ¦Ñ§ÁªÂçίԱ»á³ÉÁ¢ÈýÊ®ÖÜÄê´ó»á£¨SCCM-10£©¡±¡£[2] 2014Äê8ÔÂ17-20ÈÕ£¬²Î¼ÓÓÉÏæ̶´óѧÍÁľ¹¤³ÌÓëÁ¦Ñ§Ñ§ÔººÍÊýѧÓë¼ÆËã¿ÆѧѧԺÒÔ¼°ÉϺ£ÊÐÓ¦ÓÃÊýѧºÍÁ¦Ñ§Ñо¿ËùÔÚºþÄÏÊ¡Õżҽ繲ͬ³Ð°ìµÄµÚÊ®ËĽìÏÖ´úÊýѧºÍÁ¦Ñ§Ñ§Êõ»áÒ飨MMM-XIV£©£¬²¢×÷ÁËÌâΪ¡°¼¸ÀàGAMG·¨¼°ÆäÔÚ¹ÌÌåÁ¦Ñ§ºÍ½á¹¹Á¦Ñ§ÖеÄÓ¦Óá±µÄѧÊõ±¨¸æ¡£[3] 2010Äê8ÔÂ20-25ÈÕ£¬²Î¼ÓÔÚÖйú¹¤³ÌÎïÀíÑо¿Ôº×ÜÌ幤³ÌÑо¿Ëù£¨ËÄ´¨Ê¡ÃàÑôÊУ©¾ÙÐеġ°Öйú¼ÆËãÁ¦Ñ§´ó»á2010£¨CCCM2010£©ôߵڰ˽ìÄÏ·½¼ÆËãÁ¦Ñ§Ñ§Êõ½»Á÷»á£¨SCCM--8£©¡±£¬²¢×÷ÁËÌâΪ¡°Á½ÀàÍø¸ñ½á¹¹Ä£Ð͵ÄÔ¤´¦Àí·½·¨¡±µÄѧÊõ±¨¸æ¡£[4] 2009Äê8ÔÂ27-31ÈÕ£¬²Î¼ÓÔÚ±±¾©´óѧ¾ÙÐеġ°Workshop on Multilevel and Adaptive Methods¡±£¬²¢×÷ÁËÌâΪ¡°Ïßµ¯ÐÔÎÊÌâ×ÔÊÊÓ¦ÓÐÏÞÔª·¨¼°Æä Local MG ·¨¡±µÄѧÊõ±¨¸æ¡£[5] 2006Äê8ÔÂ14-18ÈÕ£¬²Î¼ÓÔÚ±±¾©´óѧ¾ÙÐеġ°International Conference on Multilevel Iterative Methods¡±£¬±¨¸æÂÛÎÄÌâÄ¿ÊÇ£º¡°Algebraic Multigrid Method for Higher-Order Finite Element Equations in Two Dimensional Linear Elasticity¡±£¬ÔÚ»áÒéÉÏÐû¶ÁÂÛÎÄ¡£[6] 2004Äê8ÔÂ29ÈÕ-9ÔÂ4ÈÕ£¬²Î¼ÓÔÚ´óÁ¬Àí¹¤´óѧ¾ÙÐеġ°¼ÆËãÁ¦Ñ§¸ß¼¶½²Ï°°à¡±ôß¡°µÚ¶þ½ìÖÐÃÀ¶à³ß¶È·ÖÎöÑÐÌֻᡱ¡£

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