計(jì)算方法方程組appt課件(完整版)
【正文】 k1)(k,1)(k1,1)(k11)(k,11)(k1,1( k )( k )( k )( 2 )2( 2 )2( 2 )22( 1 )1( 1 )1( 1 )12( 1 )11( k )( k )( k )( k )( k )( k )( 2 )2( 2 )2( 2 )22( 1 )1( 1 )1( 1 )12( 1 )11000000 00000nnnknknkkkkknkknnnnnnkkknkknnbaabaabaabaabaaabaabaabaabaaa????????????????????????????????????????? Gaussian Elimination 共進(jìn)行 ？ 步 n ? 1 ?????????????????????????????????????????)()2(2)1(121)()2(2)2(22)1(1)1(12)1(11..................nnnnnnnnbbbxxxaaaaaa回代 )()( / nnnnnn abx ?)1. . . ,1(/)( )(1)()( ???? ???niaxabx iiinijjiijiii Gaussian Elimination /* Progran Design */ 使用一維和二維數(shù)組。 /* here ? represents a space*/ nnnnn aaaaaaa . . .. . .. . .. . . 122111211 Gaussian Elimination – Amount of Computation The entries of an n?n matrix are to be printed in the following format:
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