[ 1] SCOLNIK H, ECHEBEST N, GUARDARUCC IM T, et a.l A class o f optim ized row projection m e thods for so lv ing large nonsymme tr ic linear sy stem s[ J]. Appl Num erM a th , 2002, 41( 4): 499-513.
[ 2] CIMM INO G. Ca lco lo approssim ato pe r le so luzion i de i sistem i di equazion i linea ri[ J]. R icerca Sc i II, 1938, 9: 326-333.
[ 3] LIU CHANGWEN. An acce le ration schem e for row pro jection m ethods[ J] . Jour Comp ApplM ath, 1995, 57: 363-391.
[ 4] AHARONI R, CENSOR Y. B lo ck- iterative pro jection m ethods fo r paralle l com puta tion of so lutions to convex feasib ility problem s[ J]. Linear A lgebra App,l 1989, 120: 165-175.
[ 5] GUB IN L G, POLYAK B T, RA IK E V. The m ethod o f pro jections for finding the common point o f conv ex se ts[ J]. USSR Com putM a th Phy s, 1967, 7: 1-24.
[ 6] FLETCHER R. Practica lM ethods o fOptim ization[M ] . 2nd ed. New Yo rk: W iley, 1987: 199-202.
[ 7] GOLUB G H, VAN LOAN C F. M atr ix Com putations [M ] . 3rd ed. Ba ltimo re: Johns H opkins University Press, 1996: 223-606.