( A, B )---3*30*2---( 1, 0 )( 0, 1 )
让网络的输入只有3个节点,AB训练集各由5张二值化的图片组成,让差值结构中有7个1, 行分布是0,1,2,2,2列分布是1,2,4.统计迭代次数并排序。
得到数据
|   差值结构  |   A-B  |   迭代次数  |   行分布  |   列分布  |   构造平均列  |   平均列  |   排斥能  | ||||||||||||||
|   1  |   1  |   0  |   6*3*6*2*0-0*0*0*0*0  |   11617  |   1  |   0  |   2  |   2  |   2  |   1  |   1  |   2  |   4  |   2  |   4  |   6  |   120  | ||||
|   0  |   1  |   1  |   6*3*6*2*0-0*0*0*0*0  |   11617  |   1  |   0  |   2  |   2  |   2  |   1  |   1  |   2  |   4  |   4  |   1  |   5  | |||||
|   1  |   1  |   0  |   6*3*6*2*0-0*0*0*0*0  |   11617  |   1  |   0  |   2  |   2  |   2  |   1  |   1  |   2  |   4  |   2  |   4  |   6  | |||||
|   0  |   1  |   0  |   6*3*6*2*0-0*0*0*0*0  |   11617  |   1  |   0  |   2  |   2  |   2  |   1  |   1  |   2  |   4  |   4  |   4  | ||||||
|   0  |   0  |   0  |   6*3*6*2*0-0*0*0*0*0  |   11617  |   1  |   0  |   2  |   2  |   2  |   1  |   1  |   2  |   4  |   0  | |||||||
|   
  |   1  |   0  |   2  |   2  |   2  |   1  |   1  |   2  |   4  | ||||||||||||
|   1  |   1  |   0  |   6*3*2*6*0-0*0*0*0*0  |   11761  |   1  |   0  |   2  |   2  |   1  |   2  |   1  |   2  |   4  |   2  |   4  |   6  |   113  | ||||
|   0  |   1  |   1  |   6*3*2*6*0-0*0*0*0*0  |   11761  |   1  |   0  |   2  |   2  |   1  |   2  |   1  |   2  |   4  |   4  |   1  |   5  | |||||
|   0  |   1  |   0  |   6*3*2*6*0-0*0*0*0*0  |   11761  |   1  |   0  |   2  |   2  |   1  |   2  |   1  |   2  |   4  |   4  |   4  | ||||||
|   1  |   1  |   0  |   6*3*2*6*0-0*0*0*0*0  |   11761  |   1  |   0  |   2  |   2  |   1  |   2  |   1  |   2  |   4  |   2  |   4  |   6  | |||||
|   0  |   0  |   0  |   6*3*2*6*0-0*0*0*0*0  |   11761  |   1  |   0  |   2  |   2  |   1  |   2  |   1  |   2  |   4  |   0  | |||||||
|   
  |   1  |   0  |   2  |   2  |   1  |   2  |   1  |   2  |   4  | ||||||||||||
|   1  |   1  |   0  |   6*6*3*2*0-0*0*0*0*0  |   11666  |   1  |   0  |   2  |   2  |   2  |   1  |   1  |   2  |   4  |   2  |   4  |   6  |   121  | ||||
|   1  |   1  |   0  |   6*6*3*2*0-0*0*0*0*0  |   11666  |   1  |   0  |   2  |   2  |   2  |   1  |   1  |   2  |   4  |   2  |   4  |   6  | |||||
|   0  |   1  |   1  |   6*6*3*2*0-0*0*0*0*0  |   11666  |   1  |   0  |   2  |   2  |   2  |   1  |   1  |   2  |   4  |   4  |   1  |   5  | |||||
|   0  |   1  |   0  |   6*6*3*2*0-0*0*0*0*0  |   11666  |   1  |   0  |   2  |   2  |   2  |   1  |   1  |   2  |   4  |   4  |   4  | ||||||
|   0  |   0  |   0  |   6*6*3*2*0-0*0*0*0*0  |   11666  |   1  |   0  |   2  |   2  |   2  |   1  |   1  |   2  |   4  |   
  |   0  | ||||||
|   
  |   1  |   0  |   2  |   2  |   2  |   1  |   1  |   2  |   4  | ||||||||||||
|   1  |   1  |   0  |   6*2*3*6*0-0*0*0*0*0  |   11895  |   1  |   0  |   2  |   1  |   2  |   2  |   1  |   2  |   4  |   2  |   4  |   6  |   113  | ||||
|   0  |   1  |   0  |   6*2*3*6*0-0*0*0*0*0  |   11895  |   1  |   0  |   2  |   1  |   2  |   2  |   1  |   2  |   4  |   4  |   4  | ||||||
|   0  |   1  |   1  |   6*2*3*6*0-0*0*0*0*0  |   11895  |   1  |   0  |   2  |   1  |   2  |   2  |   1  |   2  |   4  |   4  |   1  |   5  | |||||
|   1  |   1  |   0  |   6*2*3*6*0-0*0*0*0*0  |   11895  |   1  |   0  |   2  |   1  |   2  |   2  |   1  |   2  |   4  |   2  |   4  |   6  | |||||
|   0  |   0  |   0  |   6*2*3*6*0-0*0*0*0*0  |   11895  |   1  |   0  |   2  |   1  |   2  |   2  |   1  |   2  |   4  |   0  | |||||||
|   
  |   1  |   0  |   2  |   1  |   2  |   2  |   1  |   2  |   4  | ||||||||||||
|   1  |   1  |   0  |   6*6*2*3*0-0*0*0*0*0  |   11811  |   1  |   0  |   2  |   2  |   1  |   2  |   1  |   2  |   4  |   2  |   4  |   6  |   117  | ||||
|   1  |   1  |   0  |   6*6*2*3*0-0*0*0*0*0  |   11811  |   1  |   0  |   2  |   2  |   1  |   2  |   1  |   2  |   4  |   2  |   4  |   6  | |||||
|   0  |   1  |   0  |   6*6*2*3*0-0*0*0*0*0  |   11811  |   1  |   0  |   2  |   2  |   1  |   2  |   1  |   2  |   4  |   4  |   4  | ||||||
|   0  |   1  |   1  |   6*6*2*3*0-0*0*0*0*0  |   11811  |   1  |   0  |   2  |   2  |   1  |   2  |   1  |   2  |   4  |   4  |   1  |   5  | |||||
|   0  |   0  |   0  |   6*6*2*3*0-0*0*0*0*0  |   11811  |   1  |   0  |   2  |   2  |   1  |   2  |   1  |   2  |   4  |   0  | |||||||
|   
  |   1  |   0  |   2  |   2  |   1  |   2  |   1  |   2  |   4  | ||||||||||||
|   1  |   1  |   0  |   6*2*6*3*0-0*0*0*0*0  |   11996  |   1  |   0  |   2  |   1  |   2  |   2  |   1  |   2  |   4  |   2  |   4  |   6  |   116  | ||||
|   0  |   1  |   0  |   6*2*6*3*0-0*0*0*0*0  |   11996  |   1  |   0  |   2  |   1  |   2  |   2  |   1  |   2  |   4  |   4  |   4  | ||||||
|   1  |   1  |   0  |   6*2*6*3*0-0*0*0*0*0  |   11996  |   1  |   0  |   2  |   1  |   2  |   2  |   1  |   2  |   4  |   2  |   4  |   6  | |||||
|   0  |   1  |   1  |   6*2*6*3*0-0*0*0*0*0  |   11996  |   1  |   0  |   2  |   1  |   2  |   2  |   1  |   2  |   4  |   4  |   1  |   5  | |||||
|   0  |   0  |   0  |   6*2*6*3*0-0*0*0*0*0  |   11996  |   1  |   0  |   2  |   1  |   2  |   2  |   1  |   2  |   4  |   0  | |||||||
|   
  |   1  |   0  |   2  |   1  |   2  |   2  |   1  |   2  |   4  | ||||||||||||
|   1  |   1  |   0  |   6*6*2*0*3-0*0*0*0*0  |   12022  |   2  |   0  |   2  |   2  |   2  |   1  |   1  |   2  |   4  |   2  |   4  |   6  |   99.5  | ||||
|   1  |   1  |   0  |   6*6*2*0*3-0*0*0*0*0  |   12022  |   2  |   0  |   2  |   2  |   2  |   1  |   1  |   2  |   4  |   2  |   4  |   6  | |||||
|   0  |   1  |   0  |   6*6*2*0*3-0*0*0*0*0  |   12022  |   2  |   0  |   2  |   2  |   2  |   1  |   1  |   2  |   4  |   4  |   4  | ||||||
|   0  |   0  |   0  |   6*6*2*0*3-0*0*0*0*0  |   12022  |   2  |   0  |   2  |   2  |   2  |   1  |   1  |   2  |   4  |   0  | |||||||
|   0  |   1  |   1  |   6*6*2*0*3-0*0*0*0*0  |   12022  |   2  |   0  |   2  |   2  |   2  |   1  |   1  |   2  |   4  |   4  |   1  |   5  | |||||
|   
  |   2  |   0  |   2  |   2  |   2  |   1  |   1  |   2  |   4  | ||||||||||||
|   1  |   1  |   0  |   6*2*6*0*3-0*0*0*0*0  |   12296  |   2  |   0  |   2  |   2  |   1  |   2  |   1  |   2  |   4  |   2  |   4  |   6  |   95.17  | ||||
|   0  |   1  |   0  |   6*2*6*0*3-0*0*0*0*0  |   12296  |   2  |   0  |   2  |   2  |   1  |   2  |   1  |   2  |   4  |   4  |   4  | ||||||
|   1  |   1  |   0  |   6*2*6*0*3-0*0*0*0*0  |   12296  |   2  |   0  |   2  |   2  |   1  |   2  |   1  |   2  |   4  |   2  |   4  |   6  | |||||
|   0  |   0  |   0  |   6*2*6*0*3-0*0*0*0*0  |   12296  |   2  |   0  |   2  |   2  |   1  |   2  |   1  |   2  |   4  |   0  | |||||||
|   0  |   1  |   1  |   6*2*6*0*3-0*0*0*0*0  |   12296  |   2  |   0  |   2  |   2  |   1  |   2  |   1  |   2  |   4  |   4  |   1  |   5  | |||||
|   
  |   2  |   0  |   2  |   2  |   1  |   2  |   1  |   2  |   4  | ||||||||||||
|   1  |   1  |   0  |   6*3*6*0*2-0*0*0*0*0  |   12695  |   3  |   0  |   1  |   2  |   2  |   2  |   1  |   2  |   4  |   2  |   4  |   6  |   102.7  | ||||
|   0  |   1  |   1  |   6*3*6*0*2-0*0*0*0*0  |   12695  |   3  |   0  |   1  |   2  |   2  |   2  |   1  |   2  |   4  |   4  |   1  |   5  | |||||
|   1  |   1  |   0  |   6*3*6*0*2-0*0*0*0*0  |   12695  |   3  |   0  |   1  |   2  |   2  |   2  |   1  |   2  |   4  |   2  |   4  |   6  | |||||
|   0  |   0  |   0  |   6*3*6*0*2-0*0*0*0*0  |   12695  |   3  |   0  |   1  |   2  |   2  |   2  |   1  |   2  |   4  |   0  | |||||||
|   0  |   1  |   0  |   6*3*6*0*2-0*0*0*0*0  |   12695  |   3  |   0  |   1  |   2  |   2  |   2  |   1  |   2  |   4  |   4  |   4  | ||||||
|   
  |   3  |   0  |   1  |   2  |   2  |   2  |   1  |   2  |   4  | ||||||||||||
|   1  |   1  |   0  |   6*6*3*0*2-0*0*0*0*0  |   12734  |   3  |   0  |   1  |   2  |   2  |   2  |   1  |   2  |   4  |   2  |   4  |   6  |   105  | ||||
|   1  |   1  |   0  |   6*6*3*0*2-0*0*0*0*0  |   12734  |   3  |   0  |   1  |   2  |   2  |   2  |   1  |   2  |   4  |   2  |   4  |   6  | |||||
|   0  |   1  |   1  |   6*6*3*0*2-0*0*0*0*0  |   12734  |   3  |   0  |   1  |   2  |   2  |   2  |   1  |   2  |   4  |   4  |   1  |   5  | |||||
|   0  |   0  |   0  |   6*6*3*0*2-0*0*0*0*0  |   12734  |   3  |   0  |   1  |   2  |   2  |   2  |   1  |   2  |   4  |   0  | |||||||
|   0  |   1  |   0  |   6*6*3*0*2-0*0*0*0*0  |   12734  |   3  |   0  |   1  |   2  |   2  |   2  |   1  |   2  |   4  |   4  |   4  | ||||||
|   
  |   3  |   0  |   1  |   2  |   2  |   2  |   1  |   2  |   4  | ||||||||||||
|   1  |   1  |   0  |   6*6*0*3*2-0*0*0*0*0  |   12925  |   4  |   0  |   2  |   1  |   2  |   2  |   1  |   2  |   4  |   2  |   4  |   6  |   95  | ||||
|   1  |   1  |   0  |   6*6*0*3*2-0*0*0*0*0  |   12925  |   4  |   0  |   2  |   1  |   2  |   2  |   1  |   2  |   4  |   2  |   4  |   6  | |||||
|   0  |   0  |   0  |   6*6*0*3*2-0*0*0*0*0  |   12925  |   4  |   0  |   2  |   1  |   2  |   2  |   1  |   2  |   4  |   0  | |||||||
|   0  |   1  |   1  |   6*6*0*3*2-0*0*0*0*0  |   12925  |   4  |   0  |   2  |   1  |   2  |   2  |   1  |   2  |   4  |   4  |   1  |   5  | |||||
|   0  |   1  |   0  |   6*6*0*3*2-0*0*0*0*0  |   12925  |   4  |   0  |   2  |   1  |   2  |   2  |   1  |   2  |   4  |   4  |   4  | ||||||
|   
  |   4  |   0  |   2  |   1  |   2  |   2  |   1  |   2  |   4  | ||||||||||||
|   1  |   1  |   0  |   6*6*0*2*3-0*0*0*0*0  |   13087  |   4  |   0  |   1  |   2  |   2  |   2  |   1  |   2  |   4  |   2  |   4  |   6  |   93.5  | ||||
|   1  |   1  |   0  |   6*6*0*2*3-0*0*0*0*0  |   13087  |   4  |   0  |   1  |   2  |   2  |   2  |   1  |   2  |   4  |   2  |   4  |   6  | |||||
|   0  |   0  |   0  |   6*6*0*2*3-0*0*0*0*0  |   13087  |   4  |   0  |   1  |   2  |   2  |   2  |   1  |   2  |   4  |   0  | |||||||
|   0  |   1  |   0  |   6*6*0*2*3-0*0*0*0*0  |   13087  |   4  |   0  |   1  |   2  |   2  |   2  |   1  |   2  |   4  |   4  |   4  | ||||||
|   0  |   1  |   1  |   6*6*0*2*3-0*0*0*0*0  |   13087  |   4  |   0  |   1  |   2  |   2  |   2  |   1  |   2  |   4  |   4  |   1  |   5  | |||||
|   
  |   4  |   0  |   1  |   2  |   2  |   2  |   1  |   2  |   4  | ||||||||||||
共有12组,分成4个部分。
平均列的构造方法是,先统计每一列1的数量,作为1的面值,再将每一行的1的面值相加构造平均列。因此如果一个差值结构有x行,y列,a,b是面值,列排斥力为

所以列排斥能为

所以平均列0,4,6,5,6的列排斥能为120.
排斥能刚好和迭代次数成反比
|   A-B  |   迭代次数  |   排斥能  | ||
|   6*3*6*2*0-0*0*0*0*0  |   11617  |   1  |   120  | |
|   6*3*2*6*0-0*0*0*0*0  |   11761  |   1  |   113  | |
|   6*6*3*2*0-0*0*0*0*0  |   11666  |   1  |   121  | |
|   6*2*3*6*0-0*0*0*0*0  |   11895  |   1  |   113  | |
|   6*6*2*3*0-0*0*0*0*0  |   11811  |   1  |   117  | |
|   6*2*6*3*0-0*0*0*0*0  |   11996  |   1  |   116  | |
|   6*6*2*0*3-0*0*0*0*0  |   12022  |   2  |   99.5  | |
|   6*2*6*0*3-0*0*0*0*0  |   12296  |   2  |   95.16667  | |
|   6*3*6*0*2-0*0*0*0*0  |   12695  |   3  |   102.6667  | |
|   6*6*3*0*2-0*0*0*0*0  |   12734  |   3  |   105  | |
|   6*6*0*3*2-0*0*0*0*0  |   12925  |   4  |   95  | |
|   6*6*0*2*3-0*0*0*0*0  |   13087  |   4  |   93.5  | |

所以整个过程就相当于
![]()
把迭代次数看作能量,行分布列分布看作波函数,现在能量和波函数都知道了去解H的过程,而且有理由假设H至少应该包括列排斥能。



















