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The proposed A method is an evolutionary algorithm of the B method. This process can be easily described as: the 1st step, get F(0)=K(0)¦·, according to the Eq. (1) F(x)=K(x)¦· with x = 0; ¸ù¾Ý·½³Ì1 F(x)=K(x)¦·ÔÚx = 0ʱ£¬µÃµ½F(0)=K(0)¦· the 2nd step, matrix translation ¦· = K-1(0)F(0); ¾ØÕóת»»µÃµ½ ¦· = K-1(0)F(0) the 3rd step, rewrite the Eq. (1) with F(0), F(x) = J(x)F(0) where J(x) = K(x)K-1(0). ÓÃF(0)ÖØÐÂд·½³Ì1£¬µÃµ½F(x) = J(x)F(0) It is clear that one can obtain the same results by the A method and B method. The difference between the A method and B method is that J(x) and K(x) must be determined respectively and the A method is directly built by the application of the continuities. Çë¸÷λ¿´¿´£¬ÊÇ·ñ·ûºÏÊéдϰ¹ß£¬Ð»Ð» |
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yanwuliaorao
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2Â¥2012-05-15 14:11:35
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3Â¥2012-05-15 15:59:46
qiqiqiqi
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4Â¥2012-05-15 16:44:33
visitor958
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5Â¥2012-05-15 18:59:29
nono2009
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6Â¥2012-05-15 19:32:38
paperhunter
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yearover: ½ð±Ò+10, ¡ï¡ï¡ïºÜÓаïÖú 2012-05-16 07:30:52
|
The proposed A method is an evolutionary algorithm of the B method. This process can be easily described as: The method A is an evolutionary algorithm of method B. the 1st step, get F(0)=K(0)¦·, according to the Eq. (1) F(x)=K(x)¦· with x = 0; Step 1, F(0)=K(0)¦· achieved according to the Eq. (1) F(x)=K(x)¦· with x = 0; the 2nd step, matrix translation ¦· = K-1(0)F(0); Step 2, ¦· = K-1(0)F(0) get from matrix transformation; the 3rd step, rewrite the Eq. (1) with F(0), F(x) = J(x)F(0) where J(x) = K(x)K-1(0). Step 3, with F(0) introduction, F(x) = J(x)F(0) where J(x) = K(x)K-1(0). It is clear that one can obtain the same results by the A method and B method. The difference between the A method and B method is that J(x) and K(x) must be determined respectively and the A method is directly built by the application of the continuities. It is clear that the same results could be obtained by method A and method B. The difference between the two methods is that J(x) and K(x) must be determined respectively and the method A is directly built by the application of the continuities. |

7Â¥2012-05-15 21:14:59
bitwangyang
ÖÁ×ðľ³æ (ÖøÃûдÊÖ)
Ñо¿Ô±
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8Â¥2012-05-15 21:29:15














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