font_untrained.net

著名的神经网络工具箱

SNNS network definition file V1.4-3D
generated at Fri Oct  7 13:47:36 1994

network name : font_untrained
source files :
no. of units : 699
no. of connections : 4752
no. of unit types : 0
no. of site types : 0


learning function : Std_Backpropagation
update function   : Topological_Order


unit default section :

act      | bias     | st | subnet | layer | act func     | out func
---------|----------|----|--------|-------|--------------|-------------
 0.00000 |  0.00000 | h  |      0 |     1 | Act_Logistic | Out_Identity 
---------|----------|----|--------|-------|--------------|-------------


unit definition section :

no. | typeName | unitName | act      | bias     | st | position | act func | out func | sites
----|----------|----------|----------|----------|----|----------|----------|----------|-------
  1 |          | in       |  0.00000 |  0.56372 | i  |  1, 1, 0 |||
  2 |          | in       |  0.00000 |  0.56098 | i  |  2, 1, 0 |||
  3 |          | in       |  0.00000 | -0.83241 | i  |  3, 1, 0 |||
  4 |          | in       |  1.00000 |  0.29956 | i  |  4, 1, 0 |||
  5 |          | in       |  1.00000 |  0.61461 | i  |  5, 1, 0 |||
  6 |          | in       |  1.00000 |  0.57753 | i  |  6, 1, 0 |||
  7 |          | in       |  1.00000 | -0.26736 | i  |  7, 1, 0 |||
  8 |          | in       |  1.00000 |  0.89287 | i  |  8, 1, 0 |||
  9 |          | in       |  1.00000 | -0.56682 | i  |  9, 1, 0 |||
 10 |          | in       |  1.00000 |  0.93865 | i  | 10, 1, 0 |||
 11 |          | in       |  1.00000 |  0.11181 | i  | 11, 1, 0 |||
 12 |          | in       |  1.00000 |  0.64717 | i  | 12, 1, 0 |||
 13 |          | in       |  1.00000 | -0.86436 | i  | 13, 1, 0 |||
 14 |          | in       |  1.00000 | -0.81930 | i  | 14, 1, 0 |||
 15 |          | in       |  1.00000 |  0.05431 | i  | 15, 1, 0 |||
 16 |          | in       |  1.00000 | -0.74339 | i  | 16, 1, 0 |||
 17 |          | in       |  1.00000 | -0.39113 | i  | 17, 1, 0 |||
 18 |          | in       |  1.00000 | -0.86038 | i  | 18, 1, 0 |||
 19 |          | in       |  1.00000 |  0.08982 | i  | 19, 1, 0 |||
 20 |          | in       |  1.00000 |  0.20287 | i  | 20, 1, 0 |||
 21 |          | in       |  0.00000 | -0.78661 | i  | 21, 1, 0 |||
 22 |          | in       |  0.00000 | -0.38709 | i  | 22, 1, 0 |||
 23 |          | in       |  0.00000 | -0.67747 | i  | 23, 1, 0 |||
 24 |          | in       |  0.00000 | -0.47940 | i  | 24, 1, 0 |||
 25 |          | in       |  0.00000 | -0.30254 | i  |  1, 2, 0 |||
 26 |          | in       |  0.00000 | -0.35631 | i  |  2, 2, 0 |||
 27 |          | in       |  0.00000 | -0.15442 | i  |  3, 2, 0 |||
 28 |          | in       |  1.00000 |  0.45376 | i  |  4, 2, 0 |||
 29 |          | in       |  1.00000 | -0.87078 | i  |  5, 2, 0 |||
 30 |          | in       |  1.00000 | -0.32388 | i  |  6, 2, 0 |||
 31 |          | in       |  1.00000 |  0.90517 | i  |  7, 2, 0 |||
 32 |          | in       |  1.00000 |  0.25392 | i  |  8, 2, 0 |||
 33 |          | in       |  1.00000 | -0.23639 | i  |  9, 2, 0 |||
 34 |          | in       |  1.00000 |  0.70274 | i  | 10, 2, 0 |||
 35 |          | in       |  1.00000 |  0.24539 | i  | 11, 2, 0 |||
 36 |          | in       |  1.00000 | -0.28918 | i  | 12, 2, 0 |||
 37 |          | in       |  1.00000 |  0.94862 | i  | 13, 2, 0 |||
 38 |          | in       |  1.00000 | -0.68276 | i  | 14, 2, 0 |||
 39 |          | in       |  1.00000 |  0.84596 | i  | 15, 2, 0 |||
 40 |          | in       |  1.00000 | -0.48527 | i  | 16, 2, 0 |||
 41 |          | in       |  1.00000 |  0.48803 | i  | 17, 2, 0 |||
 42 |          | in       |  1.00000 | -0.80369 | i  | 18, 2, 0 |||
 43 |          | in       |  1.00000 |  0.24470 | i  | 19, 2, 0 |||
 44 |          | in       |  1.00000 |  0.36094 | i  | 20, 2, 0 |||
 45 |          | in       |  0.00000 |  0.57713 | i  | 21, 2, 0 |||
 46 |          | in       |  0.00000 | -0.29707 | i  | 22, 2, 0 |||
 47 |          | in       |  0.00000 |  0.49737 | i  | 23, 2, 0 |||
 48 |          | in       |  0.00000 |  0.54271 | i  | 24, 2, 0 |||
 49 |          | in       |  0.00000 |  0.49816 | i  |  1, 3, 0 |||
 50 |          | in       |  0.00000 | -0.88644 | i  |  2, 3, 0 |||
 51 |          | in       |  0.00000 |  0.72657 | i  |  3, 3, 0 |||
 52 |          | in       |  1.00000 |  0.45988 | i  |  4, 3, 0 |||
 53 |          | in       |  1.00000 | -0.09741 | i  |  5, 3, 0 |||
 54 |          | in       |  1.00000 |  0.35196 | i  |  6, 3, 0 |||
 55 |          | in       |  1.00000 | -0.73016 | i  |  7, 3, 0 |||
 56 |          | in       |  1.00000 |  0.40659 | i  |  8, 3, 0 |||
 57 |          | in       |  0.00000 | -0.36012 | i  |  9, 3, 0 |||
 58 |          | in       |  0.00000 | -0.66629 | i  | 10, 3, 0 |||
 59 |          | in       |  0.00000 | -0.75261 | i  | 11, 3, 0 |||
 60 |          | in       |  0.00000 | -0.29933 | i  | 12, 3, 0 |||
 61 |          | in       |  0.00000 |  0.85377 | i  | 13, 3, 0 |||
 62 |          | in       |  0.00000 | -0.79709 | i  | 14, 3, 0 |||
 63 |          | in       |  0.00000 |  0.49284 | i  | 15, 3, 0 |||
 64 |          | in       |  0.00000 | -0.22264 | i  | 16, 3, 0 |||
 65 |          | in       |  1.00000 | -0.68378 | i  | 17, 3, 0 |||
 66 |          | in       |  1.00000 | -0.66404 | i  | 18, 3, 0 |||
 67 |          | in       |  1.00000 |  0.25483 | i  | 19, 3, 0 |||
 68 |          | in       |  1.00000 | -0.51410 | i  | 20, 3, 0 |||
 69 |          | in       |  0.00000 |  0.78157 | i  | 21, 3, 0 |||
 70 |          | in       |  0.00000 | -0.70162 | i  | 22, 3, 0 |||
 71 |          | in       |  0.00000 | -0.11866 | i  | 23, 3, 0 |||
 72 |          | in       |  0.00000 | -0.71516 | i  | 24, 3, 0 |||
 73 |          | in       |  0.00000 |  0.31381 | i  |  1, 4, 0 |||
 74 |          | in       |  0.00000 | -0.38354 | i  |  2, 4, 0 |||
 75 |          | in       |  0.00000 |  0.30961 | i  |  3, 4, 0 |||
 76 |          | in       |  1.00000 | -0.78717 | i  |  4, 4, 0 |||
 77 |          | in       |  1.00000 | -0.91742 | i  |  5, 4, 0 |||
 78 |          | in       |  1.00000 |  0.75653 | i  |  6, 4, 0 |||
 79 |          | in       |  1.00000 | -0.96309 | i  |  7, 4, 0 |||
 80 |          | in       |  1.00000 |  0.88995 | i  |  8, 4, 0 |||
 81 |          | in       |  0.00000 | -0.22955 | i  |  9, 4, 0 |||
 82 |          | in       |  0.00000 |  0.92375 | i  | 10, 4, 0 |||
 83 |          | in       |  0.00000 |  0.24705 | i  | 11, 4, 0 |||
 84 |          | in       |  0.00000 | -0.05121 | i  | 12, 4, 0 |||
 85 |          | in       |  0.00000 |  0.43615 | i  | 13, 4, 0 |||
 86 |          | in       |  0.00000 | -0.12108 | i  | 14, 4, 0 |||
 87 |          | in       |  0.00000 | -0.21449 | i  | 15, 4, 0 |||
 88 |          | in       |  0.00000 | -0.63288 | i  | 16, 4, 0 |||
 89 |          | in       |  1.00000 |  0.10693 | i  | 17, 4, 0 |||
 90 |          | in       |  1.00000 |  0.94578 | i  | 18, 4, 0 |||
 91 |          | in       |  1.00000 |  0.05629 | i  | 19, 4, 0 |||
 92 |          | in       |  1.00000 |  0.43020 | i  | 20, 4, 0 |||
 93 |          | in       |  0.00000 |  0.41455 | i  | 21, 4, 0 |||
 94 |          | in       |  0.00000 |  0.60864 | i  | 22, 4, 0 |||
 95 |          | in       |  0.00000 |  0.96484 | i  | 23, 4, 0 |||
 96 |          | in       |  0.00000 | -0.65920 | i  | 24, 4, 0 |||
 97 |          | in       |  0.00000 | -0.14633 | i  |  1, 5, 0 |||
 98 |          | in       |  0.00000 |  0.79044 | i  |  2, 5, 0 |||
 99 |          | in       |  0.00000 | -0.46595 | i  |  3, 5, 0 |||
100 |          | in       |  1.00000 |  0.76180 | i  |  4, 5, 0 |||
101 |          | in       |  1.00000 |  0.55222 | i  |  5, 5, 0 |||
102 |          | in       |  1.00000 | -0.89451 | i  |  6, 5, 0 |||
103 |          | in       |  0.00000 | -0.47810 | i  |  7, 5, 0 |||
104 |          | in       |  0.00000 | -0.64271 | i  |  8, 5, 0 |||
105 |          | in       |  0.00000 | -0.65226 | i  |  9, 5, 0 |||
106 |          | in       |  0.00000 |  0.49804 | i  | 10, 5, 0 |||
107 |          | in       |  0.00000 |  0.48701 | i  | 11, 5, 0 |||
108 |          | in       |  0.00000 |  0.32361 | i  | 12, 5, 0 |||
109 |          | in       |  0.00000 |  0.22356 | i  | 13, 5, 0 |||
110 |          | in       |  0.00000 | -0.05464 | i  | 14, 5, 0 |||
111 |          | in       |  1.00000 |  0.46718 | i  | 15, 5, 0 |||
112 |          | in       |  1.00000 |  0.19756 | i  | 16, 5, 0 |||
113 |          | in       |  1.00000 | -0.74179 | i  | 17, 5, 0 |||
114 |          | in       |  1.00000 |  0.90822 | i  | 18, 5, 0 |||
115 |          | in       |  0.00000 |  0.41085 | i  | 19, 5, 0 |||
116 |          | in       |  0.00000 |  0.21151 | i  | 20, 5, 0 |||
117 |          | in       |  0.00000 | -0.12000 | i  | 21, 5, 0 |||
118 |          | in       |  0.00000 |  0.37836 | i  | 22, 5, 0 |||
119 |          | in       |  0.00000 | -0.64515 | i  | 23, 5, 0 |||
120 |          | in       |  0.00000 |  0.04904 | i  | 24, 5, 0 |||
121 |          | in       |  0.00000 |  0.81771 | i  |  1, 6, 0 |||
122 |          | in       |  0.00000 |  0.47520 | i  |  2, 6, 0 |||
123 |          | in       |  0.00000 | -0.83409 | i  |  3, 6, 0 |||
124 |          | in       |  1.00000 | -0.95687 | i  |  4, 6, 0 |||
125 |          | in       |  1.00000 |  0.33581 | i  |  5, 6, 0 |||
126 |          | in       |  1.00000 | -0.80415 | i  |  6, 6, 0 |||
127 |          | in       |  0.00000 |  0.51873 | i  |  7, 6, 0 |||
128 |          | in       |  0.00000 |  0.25367 | i  |  8, 6, 0 |||
129 |          | in       |  0.00000 | -0.50457 | i  |  9, 6, 0 |||
130 |          | in       |  0.00000 |  0.08435 | i  | 10, 6, 0 |||
131 |          | in       |  0.00000 | -0.80126 | i  | 11, 6, 0 |||
132 |          | in       |  0.00000 |  0.15421 | i  | 12, 6, 0 |||
133 |          | in       |  0.00000 | -0.13185 | i  | 13, 6, 0 |||
134 |          | in       |  0.00000 | -0.94092 | i  | 14, 6, 0 |||
135 |          | in       |  1.00000 |  0.29226 | i  | 15, 6, 0 |||
136 |          | in       |  1.00000 |  0.13699 | i  | 16, 6, 0 |||
137 |          | in       |  1.00000 |  0.64182 | i  | 17, 6, 0 |||
138 |          | in       |  1.00000 |  0.56936 | i  | 18, 6, 0 |||
139 |          | in       |  0.00000 |  0.32565 | i  | 19, 6, 0 |||
140 |          | in       |  0.00000 |  0.09126 | i  | 20, 6, 0 |||
141 |          | in       |  0.00000 |  0.91055 | i  | 21, 6, 0 |||
142 |          | in       |  0.00000 | -0.36776 | i  | 22, 6, 0 |||
143 |          | in       |  0.00000 |  0.87570 | i  | 23, 6, 0 |||
144 |          | in       |  0.00000 | -0.10275 | i  | 24, 6, 0 |||
145 |          | in       |  0.00000 |  0.36766 | i  |  1, 7, 0 |||