节点数对5层网络迭代次数的影响
本文通过改变中间层节点数观察3层网络和5层网络迭代次数之间的关系。
制作一个5层的网络,这个网络的结构是3*10*3*10*3,输入3个值,输出3个值。输入是0-1的随机数,
for(int a=0 ;a<3 ;a++){
Random rand1 =new Random();
int ti1=rand1.nextInt(98)+1;
x[a]=((double)ti1/100); }
输出固定都是(1,0,0)。将这个网络简写成
dr-3*10*3*10*3-(3*k),k∈{0,1}
这个网络的收敛标准是
if (Math.abs(f4[0]-y[0])< δ && Math.abs(f4[1]-y[1])< δ && Math.abs(f4[2]-y[2])< δ )
因为对应每个收敛标准δ都有一个特征的迭代次数n与之对应因此可以用迭代次数曲线n(δ)来评价网络性能。
本文尝试了δ从6e-7到0.5的共30个值。收敛时记录迭代次数n,将这个过程重复199次取平均值。
首先测量5层网络
本文尝试了n从20到300
dr-2-n-2-n-2-(2*k),k∈{0,1} 的迭代次数来观察节点数对5层网络迭代次数的影响。
得到的表格数据
dr-2-20-2-20-2 |
dr-2-30-2-30-2 |
dr-2-40-2-40-2 |
dr-2-50-2-50-2 |
dr-2-60-2-60-2 |
dr-2-70-2-70-2 |
dr-2-80-2-80-2 |
dr-2-90-2-90-2 |
dr-2-110-2-110-2 |
dr-2-150-2-150-2 |
dr-2-200-2-200-2 |
dr-2-300-2-300-2 |
|
δ |
迭代次数n |
迭代次数n |
迭代次数n |
迭代次数n |
迭代次数n |
迭代次数n |
迭代次数n |
迭代次数n |
迭代次数n |
迭代次数n |
迭代次数n |
迭代次数n |
0.5 |
1.809045226 |
1.748743719 |
1.75879397 |
1.713567839 |
1.788944724 |
1.768844221 |
1.638190955 |
1.753768844 |
1.793969849 |
1.763819095 |
1.773869347 |
1.768844221 |
0.4 |
3.487437186 |
2.889447236 |
2.43718593 |
2.060301508 |
2.015075377 |
2.005025126 |
2 |
1.994974874 |
2 |
1.984924623 |
1.969849246 |
1.979899497 |
0.3 |
5.849246231 |
4.281407035 |
3.648241206 |
3.035175879 |
2.924623116 |
2.633165829 |
2.185929648 |
2.005025126 |
2 |
2 |
2 |
2 |
0.2 |
10.03517588 |
7.025125628 |
5.608040201 |
4.738693467 |
4.005025126 |
3.683417085 |
3.035175879 |
3 |
2.814070352 |
2 |
2 |
2 |
0.1 |
21.16080402 |
14.44221106 |
11.01005025 |
8.994974874 |
7.638190955 |
6.658291457 |
5.984924623 |
5.020100503 |
4.045226131 |
3 |
2 |
2 |
0.01 |
191.8492462 |
132.3869347 |
100.5628141 |
80.75376884 |
67.47738693 |
57.88442211 |
50.6281407 |
44.96984925 |
36.77889447 |
26.53266332 |
19.05527638 |
10.42713568 |
0.001 |
1672.914573 |
1232.663317 |
959.0452261 |
779.3366834 |
655.160804 |
563.9246231 |
495.1658291 |
440.7839196 |
361.4120603 |
265.2462312 |
198.2613065 |
129.5628141 |
1.00E-04 |
13647.58291 |
11206.84422 |
9096.432161 |
7550.201005 |
6401.40201 |
5549.743719 |
4891.849246 |
4360.819095 |
3592.341709 |
2647.60804 |
1990.311558 |
1326.562814 |
9.00E-05 |
14973.55779 |
12358.55779 |
10067.19598 |
8353.261307 |
7104.949749 |
6163.160804 |
5429.341709 |
4848.633166 |
3993.698492 |
2941.130653 |
2211.482412 |
1473.869347 |
8.00E-05 |
16630.40704 |
13809.36683 |
11262.57286 |
9382.643216 |
7982.326633 |
6926.467337 |
6101.115578 |
5452.924623 |
4488.894472 |
3307.834171 |
2488.437186 |
1658.79397 |
7.00E-05 |
18822.8995 |
15660.90955 |
12837.71859 |
10687.64322 |
9103.61809 |
7902.346734 |
6969.557789 |
6230.326633 |
5131.954774 |
3780.708543 |
2843.778894 |
1896.723618 |
6.00E-05 |
21582.15578 |
18099.94975 |
14932.53769 |
12464.42714 |
10600.88442 |
9213.457286 |
8117.21608 |
7260.356784 |
5980.296482 |
4409.758794 |
3316.798995 |
2213.226131 |
5.00E-05 |
25301.33166 |
21473.88442 |
17747.90955 |
14894.20603 |
12681.93467 |
11036.70352 |
9733.979899 |
8701.145729 |
7174.130653 |
5291.743719 |
3979.648241 |
2656.738693 |
4.00E-05 |
30917.36683 |
26500.88945 |
22065.9799 |
18512.49246 |
15817.48744 |
13749.56784 |
12152.01005 |
10876.61809 |
8958.271357 |
6609.21608 |
4974.693467 |
3322.20603 |
3.00E-05 |
39938.56784 |
34596.42211 |
29090.47236 |
24465.84925 |
20981.40201 |
18293.75879 |
16148.37688 |
14470.17588 |
11932.27638 |
8811.41206 |
6630.271357 |
4430.748744 |
2.00E-05 |
57270.34171 |
50386.52261 |
42928.18593 |
36497.80402 |
31342.25126 |
27301.52261 |
24157.64322 |
21643.21608 |
17874.41709 |
13211.15578 |
9945.738693 |
6644.603015 |
1.00E-05 |
106472.5276 |
95686.44221 |
83051.36683 |
71518.51256 |
61774.81407 |
54201.65829 |
48081.24623 |
43084.71859 |
35636.55779 |
26371.04523 |
19877.49749 |
13291.08543 |
9.00E-06 |
116904.1206 |
105252.0905 |
91846.1608 |
79128.73367 |
68643.70352 |
60116.62312 |
53313.35176 |
47914.82915 |
39579.36181 |
29301.9799 |
22084.57286 |
14769.80905 |
8.00E-06 |
130051.5628 |
117935.392 |
102681.3568 |
88885.51759 |
77004.8392 |
67554.01508 |
59947.93467 |
53745.87437 |
44527.26131 |
32977.44221 |
24838.38693 |
16614.02513 |
7.00E-06 |
146748.6131 |
133213.1206 |
117033.3719 |
101020.809 |
87795.9598 |
77096.41206 |
68377.16583 |
61426.60804 |
50847.33166 |
37639.8995 |
28402.29648 |
18988.35678 |
6.00E-06 |
168397.9296 |
153258.191 |
135428.8543 |
117134.0402 |
102115.3618 |
89749.86935 |
79701.47236 |
71645.68342 |
59257.38693 |
43923.02513 |
33113.46734 |
22146.44724 |
5.00E-06 |
198438.407 |
181486.8794 |
161363.402 |
140110.9447 |
121874.3618 |
107355.8593 |
95537.37688 |
85869.39196 |
70996.55779 |
52656.62312 |
39727.83417 |
26581.09548 |
4.00E-06 |
242492.9095 |
222496.7538 |
198055.6533 |
173479.8945 |
152180.6181 |
133877.392 |
119011.407 |
107008.1759 |
88788.15578 |
65840.1809 |
49643.09548 |
33228.05528 |
3.00E-06 |
314905.4271 |
290623.1508 |
260754.0251 |
229786.9095 |
200492.6935 |
177416.8844 |
158041.5729 |
142286.2412 |
118128.8191 |
87680.36683 |
66170.61307 |
44291.46231 |
2.00E-06 |
455243.8894 |
421513.5729 |
382402.2814 |
338510.2663 |
298913.5025 |
264355.6181 |
236166.8492 |
212857.1809 |
176705.0402 |
131397.7839 |
99202.63317 |
66396.92965 |
1.00E-06 |
859564.005 |
796186.6332 |
730444.196 |
657823.4673 |
585437.3719 |
522107.1106 |
466360.3367 |
422974.5628 |
351926.8342 |
262230.2211 |
198199.598 |
132782.6633 |
9.00E-07 |
945850.2362 |
878165.2513 |
807995.794 |
727242.7136 |
650120 |
577750.7588 |
519149.3467 |
469505.9146 |
390495.2362 |
291376.5628 |
220131.392 |
147525.6633 |
8.00E-07 |
1053895.01 |
976018.0653 |
900627.8794 |
813585.8995 |
726832.5477 |
649987.2362 |
582616.3116 |
526240.4523 |
439183.6181 |
327637.8844 |
247427.598 |
165975.9548 |
7.00E-07 |
1194350.719 |
1106181.437 |
1020910.055 |
925358.9749 |
827461.7839 |
739850.3116 |
663958.9045 |
600963 |
502113.1759 |
374291.7588 |
282879.4171 |
189701.1307 |
6.00E-07 |
1376145.347 |
1276536.261 |
1176083.638 |
1071290.764 |
960840.6231 |
861646.9548 |
773597.804 |
699384.6432 |
584590.3668 |
436389.407 |
329902.6985 |
221228.402 |
随着δ的减小迭代次数n增加
随着节点数的增加迭代次数减小。
再测量节点数对3层网络迭代次数的影响
dr-2*n*2-(2*k),k∈{0,1}的迭代次数
得到的表格
dr-2-20-2 |
dr-2-30-2 |
dr-2-40-2 |
dr-2-50-2 |
dr-2-60-2 |
dr-2-70-2 |
dr-2-80-2 |
dr-2-90-2 |
dr-2-110-2 |
dr-2-150-2 |
dr-2-200-2 |
dr-2-300-2 |
|
δ |
迭代次数n |
迭代次数n |
迭代次数n |
迭代次数n |
迭代次数n |
迭代次数n |
迭代次数n |
迭代次数n |
迭代次数n |
迭代次数n |
迭代次数n |
迭代次数n |
0.5 |
1.763819095 |
1.728643216 |
1.748743719 |
1.738693467 |
1.718592965 |
1.814070352 |
1.778894472 |
1.708542714 |
1.809045226 |
1.683417085 |
1.743718593 |
1.773869347 |
0.4 |
3.442211055 |
2.814070352 |
2.412060302 |
2.120603015 |
2.005025126 |
2 |
1.994974874 |
1.989949749 |
1.994974874 |
1.979899497 |
1.974874372 |
1.979899497 |
0.3 |
5.829145729 |
4.266331658 |
3.638190955 |
3.015075377 |
2.91959799 |
2.623115578 |
2.201005025 |
2.025125628 |
2 |
2 |
2 |
2 |
0.2 |
10.01005025 |
7 |
5.608040201 |
4.738693467 |
4.005025126 |
3.733668342 |
3.050251256 |
3 |
2.834170854 |
2 |
2 |
2 |
0.1 |
21.02512563 |
14.32663317 |
11.01507538 |
8.964824121 |
7.633165829 |
6.628140704 |
5.964824121 |
5.005025126 |
4.030150754 |
3 |
2 |
2 |
0.01 |
189.5728643 |
131.2562814 |
100.0954774 |
80.49748744 |
67.28140704 |
57.73869347 |
50.54773869 |
44.87437186 |
36.73869347 |
26.44221106 |
19.08040201 |
10.34673367 |
0.001 |
1682.226131 |
1224.984925 |
951.5527638 |
776.4020101 |
653.2060302 |
561.9396985 |
493.3467337 |
440 |
360.7386935 |
264.6834171 |
198.0653266 |
129.4321608 |
1.00E-04 |
15425.05025 |
11485.84422 |
9124.165829 |
7511.065327 |
6371 |
5530.180905 |
4861.125628 |
4355.175879 |
3582.939698 |
2644.874372 |
1989.115578 |
1325.673367 |
9.00E-05 |
16805.25126 |
12696.66834 |
10095.95477 |
8328.316583 |
7060 |
6135.407035 |
5409.668342 |
4825.829146 |
3978.613065 |
2936.130653 |
2209.427136 |
1473.437186 |
8.00E-05 |
18667.63819 |
14193.55276 |
11369.58291 |
9367.864322 |
7943.834171 |
6883.467337 |
6071.246231 |
5430.487437 |
4479.954774 |
3300.582915 |
2484.41206 |
1657.773869 |
7.00E-05 |
21306.15578 |
16406.34171 |
12920.23116 |
10633.75377 |
9039.592965 |
7873.356784 |
6941.884422 |
6211.447236 |
5111.140704 |
3775.060302 |
2841.909548 |
1894.80402 |
6.00E-05 |
24748.71357 |
18736.89447 |
14901.30151 |
12440.8392 |
10557.83417 |
9201.763819 |
8078.462312 |
7225.462312 |
5959.160804 |
4403.085427 |
3313.331658 |
2211.79397 |
5.00E-05 |
29470.44724 |
22355.84422 |
17839.32161 |
14763.32161 |
12678.25126 |
10992.22111 |
9711.648241 |
8660.155779 |
7144.271357 |
5282.155779 |
3975.834171 |
2654.768844 |
4.00E-05 |
36379.19095 |
27698.88442 |
22467.40704 |
18520.50754 |
15765.40704 |
13694.07538 |
12096.21106 |
10825.84925 |
8933.150754 |
6596.422111 |
4966.055276 |
3320.246231 |
3.00E-05 |
48181.40704 |
36922.53769 |
29574.0402 |
24642.61809 |
20939.73367 |
18287.30653 |
16101.75377 |
14425.65327 |
11895.81407 |
8794.542714 |
6626.050251 |
4425.226131 |
2.00E-05 |
69148.8191 |
54326.20101 |
44026.03015 |
36379.1407 |
31224.47236 |
27268.90452 |
24186.60302 |
21581.26131 |
17823.75879 |
13183.1407 |
9935.030151 |
6640.577889 |
1.00E-05 |
135905.4975 |
106324.4372 |
86928.57789 |
73045.69849 |
61961.15075 |
54198.11055 |
47886.15075 |
42916.51256 |
35477.54774 |
26302.79397 |
19841.41206 |
13283.23618 |
9.00E-06 |
151816.7236 |
119364.4724 |
95923.66332 |
80585.69849 |
68689.74874 |
60014.48744 |
53412.20603 |
47751.72362 |
39475.45729 |
29238.13568 |
22056.37688 |
14757.34673 |
8.00E-06 |
169331.2211 |
133018.2764 |
108434.5879 |
90617.94975 |
77779.01508 |
67500.60804 |
59995.39698 |
53682.57789 |
44265.10553 |
32886.25126 |
24815.21608 |
16604.57286 |
7.00E-06 |
195143.7789 |
153185.4121 |
122967.2513 |
103380.0452 |
88265.31658 |
77277.06533 |
68268.07538 |
61312.26633 |
50705.33166 |
37580.07035 |
28347.15075 |
18981.90452 |
6.00E-06 |
215542 |
174176.2764 |
143758.402 |
119176.9146 |
102559.2764 |
89579.77387 |
79299.85427 |
71398.50754 |
59045.38191 |
43867.28141 |
33074.28643 |
22142.50754 |
5.00E-06 |
264851.7638 |
211854.9095 |
172731.7035 |
143243.6683 |
123727.4925 |
107551.593 |
95676.53769 |
85507.29146 |
70886.68844 |
52603.49246 |
39643.73869 |
26551.18593 |
4.00E-06 |
336640.4774 |
256951.0553 |
212309.3467 |
178700.608 |
153476.9799 |
133974.0955 |
118979.7487 |
106947.6784 |
88443.42211 |
65723.92965 |
49575.93467 |
33178.32161 |
3.00E-06 |
431767.8844 |
341957.6834 |
281936.5678 |
237373.5226 |
204268.9045 |
178406.0553 |
158374.2714 |
141807.7638 |
117724.2111 |
87486.28141 |
66055.46734 |
44252.82412 |
2.00E-06 |
634597.603 |
507350.1508 |
415332.0553 |
352596.7487 |
302833.4322 |
266737.5829 |
236829.7588 |
213338.6884 |
176329.407 |
131176.7789 |
99008.70854 |
66355.79899 |
1.00E-06 |
1237517.432 |
979226.6231 |
831565.397 |
701389.1256 |
603530.2965 |
529098.0653 |
470979.9246 |
421981.4975 |
351429.4573 |
261927.1508 |
197768.0804 |
132586.6683 |
9.00E-07 |
1377757.784 |
1120388.176 |
911645.2513 |
774613.8894 |
667621.8693 |
590751.7186 |
522858.5427 |
471659.5628 |
390145.0704 |
290337.3015 |
219881.1608 |
147368.9799 |
8.00E-07 |
1561314.543 |
1234401.302 |
1021387.156 |
867887.9045 |
751426.9698 |
655925.9146 |
586436.3065 |
526269.7437 |
440327.0101 |
326726.1759 |
247285.6382 |
165798.4523 |
7.00E-07 |
1728957.221 |
1388583.668 |
1169445.412 |
986803.4221 |
851671.6985 |
753909.005 |
669942.8492 |
604053.0905 |
500892.9347 |
373478.995 |
282224.809 |
189424.6332 |
6.00E-07 |
1980248.322 |
1642171.307 |
1368682.191 |
1155887.794 |
998721 |
876657.9698 |
778971.2864 |
702302.4271 |
584053.1859 |
435552.7387 |
329316.8241 |
220868.7588 |
随着δ减小迭代次数n增加
随着节点数的增加迭代次数减小。
用3层网络的迭代次数 / 对应5层网络的迭代次数
dr-2-20-2 |
dr-2-30-2 |
dr-2-40-2 |
dr-2-50-2 |
dr-2-60-2 |
dr-2-70-2 |
dr-2-80-2 |
dr-2-90-2 |
dr-2-110-2 |
dr-2-150-2 |
dr-2-200-2 |
dr-2-300-2 |
|
δ |
dr-2-20-2-20-2 |
dr-2-30-2-30-2 |
dr-2-40-2-40-2 |
dr-2-50-2-50-2 |
dr-2-60-2-60-2 |
dr-2-70-2-70-2 |
dr-2-80-2-80-2 |
dr-2-90-2-90-2 |
dr-2-110-2-110-2 |
dr-2-150-2-150-2 |
dr-2-200-2-200-2 |
dr-2-300-2-300-2 |
0.5 |
0.975 |
0.988505747 |
0.994285714 |
1.014662757 |
0.960674157 |
1.025568182 |
1.08588957 |
0.974212035 |
1.008403 |
0.954416 |
0.983003 |
1.002841 |
0.4 |
0.987032 |
0.973913044 |
0.989690722 |
1.029268292 |
0.995012469 |
0.997493734 |
0.997487437 |
0.997481109 |
0.997487 |
0.997468 |
1.002551 |
1 |
0.3 |
0.996564 |
0.996478873 |
0.997245179 |
0.993377484 |
0.998281787 |
0.996183206 |
1.006896552 |
1.010025062 |
1 |
1 |
1 |
1 |
0.2 |
0.997496 |
0.996423462 |
1 |
1 |
1 |
1.013642565 |
1.004966887 |
1 |
1.007143 |
1 |
1 |
1 |
0.1 |
0.993588 |
0.991997216 |
1.000456413 |
0.996648045 |
0.999342105 |
0.995471698 |
0.996641478 |
0.996996997 |
0.996273 |
1 |
1 |
1 |
0.01 |
0.988135 |
0.99145948 |
0.995352788 |
0.996826385 |
0.997095621 |
0.99748242 |
0.998411911 |
0.997876858 |
0.998907 |
0.996591 |
1.001319 |
0.992289 |
0.001 |
1.005566 |
0.993770893 |
0.992187582 |
0.996234396 |
0.997016345 |
0.99648016 |
0.996326291 |
0.998221533 |
0.998137 |
0.997878 |
0.999012 |
0.998992 |
1.00E-04 |
1.13024 |
1.024895501 |
1.003048851 |
0.994816604 |
0.995250726 |
0.996475006 |
0.993719427 |
0.998705928 |
0.997383 |
0.998967 |
0.999399 |
0.99933 |
9.00E-05 |
1.122329 |
1.027358415 |
1.002856683 |
0.997013774 |
0.99367346 |
0.995496829 |
0.996376473 |
0.995296815 |
0.996223 |
0.9983 |
0.999071 |
0.999707 |
8.00E-05 |
1.1225 |
1.027820677 |
1.009501386 |
0.998424869 |
0.995177789 |
0.993791929 |
0.995104281 |
0.995885293 |
0.998008 |
0.997808 |
0.998382 |
0.999385 |
7.00E-05 |
1.131927 |
1.047598267 |
1.006427355 |
0.99495778 |
0.992967068 |
0.996331476 |
0.996029394 |
0.996969758 |
0.995944 |
0.998506 |
0.999343 |
0.998988 |
6.00E-05 |
1.146721 |
1.035190414 |
0.99790818 |
0.998107579 |
0.995938994 |
0.998730827 |
0.995225732 |
0.995193835 |
0.996466 |
0.998487 |
0.998955 |
0.999353 |
5.00E-05 |
1.164779 |
1.041071274 |
1.005150582 |
0.991212394 |
0.999709555 |
0.995969593 |
0.997705804 |
0.995289132 |
0.995838 |
0.998188 |
0.999042 |
0.999259 |
4.00E-05 |
1.176659 |
1.04520584 |
1.018192128 |
1.000432955 |
0.996707416 |
0.995964058 |
0.99540825 |
0.995332295 |
0.997196 |
0.998064 |
0.998264 |
0.99941 |
3.00E-05 |
1.206388 |
1.067235727 |
1.016622894 |
1.007225126 |
0.998014035 |
0.999647297 |
0.99711283 |
0.996923147 |
0.996944 |
0.998086 |
0.999363 |
0.998754 |
2.00E-05 |
1.207411 |
1.078189131 |
1.025573972 |
0.996748755 |
0.996242168 |
0.998805265 |
1.001198784 |
0.997137451 |
0.997166 |
0.997879 |
0.998923 |
0.999394 |
1.00E-05 |
1.276437 |
1.111175572 |
1.046684494 |
1.021353715 |
1.003016386 |
0.999934546 |
0.995942379 |
0.996095924 |
0.995538 |
0.997412 |
0.998185 |
0.999409 |
9.00E-06 |
1.298643 |
1.134081725 |
1.044394915 |
1.018412589 |
1.000670786 |
0.998301041 |
1.001854212 |
0.996595928 |
0.997375 |
0.997821 |
0.998723 |
0.999156 |
8.00E-06 |
1.302031 |
1.127891078 |
1.056029948 |
1.019490601 |
1.0100536 |
0.999209417 |
1.000791726 |
0.998822301 |
0.994112 |
0.997235 |
0.999067 |
0.999431 |
7.00E-06 |
1.329783 |
1.14992736 |
1.050702456 |
1.023353963 |
1.005345995 |
1.002343212 |
0.998404578 |
0.998138564 |
0.997207 |
0.99841 |
0.998058 |
0.99966 |
6.00E-06 |
1.279956 |
1.136489184 |
1.061504971 |
1.017440484 |
1.004347187 |
0.998104783 |
0.99496097 |
0.996550024 |
0.996422 |
0.998731 |
0.998817 |
0.999822 |
5.00E-06 |
1.33468 |
1.167329066 |
1.070451548 |
1.022358879 |
1.015205255 |
1.001823223 |
1.001456611 |
0.995783125 |
0.998452 |
0.998991 |
0.997883 |
0.998875 |
4.00E-06 |
1.388249 |
1.154853053 |
1.071968122 |
1.030094055 |
1.008518574 |
1.000722329 |
0.999733989 |
0.999434646 |
0.996117 |
0.998234 |
0.998647 |
0.998503 |
3.00E-06 |
1.371103 |
1.176636075 |
1.081235727 |
1.033015863 |
1.018834656 |
1.005575405 |
1.002105133 |
0.996637219 |
0.996575 |
0.997786 |
0.99826 |
0.999128 |
2.00E-06 |
1.393973 |
1.203638942 |
1.086112912 |
1.041613162 |
1.013113926 |
1.009010457 |
1.002806954 |
1.002262115 |
0.997874 |
0.998318 |
0.998045 |
0.999381 |
1.00E-06 |
1.439704 |
1.229895834 |
1.138437955 |
1.066226975 |
1.03090497 |
1.013389886 |
1.009905619 |
0.997652187 |
0.998587 |
0.998844 |
0.997823 |
0.998524 |
9.00E-07 |
1.456634 |
1.27582841 |
1.128279699 |
1.065138055 |
1.026920983 |
1.022502714 |
1.007144757 |
1.004587052 |
0.999103 |
0.996433 |
0.998863 |
0.998938 |
8.00E-07 |
1.481471 |
1.264732023 |
1.134083432 |
1.066744034 |
1.033837811 |
1.009136608 |
1.006556622 |
1.000055662 |
1.002603 |
0.997217 |
0.999426 |
0.998931 |
7.00E-07 |
1.447613 |
1.255294675 |
1.145493089 |
1.066400661 |
1.029258046 |
1.019002078 |
1.009012523 |
1.005141898 |
0.99757 |
0.997829 |
0.997686 |
0.998542 |
6.00E-07 |
1.438982 |
1.286427466 |
1.163762633 |
1.078967385 |
1.039424204 |
1.017421306 |
1.006946093 |
1.00417193 |
0.999081 |
0.998083 |
0.998224 |
0.998374 |
dr-2*x*2*x*2-(2*k),k∈{0,1}的迭代次数用n5x表示
dr-2*x*2-(2*k),k∈{0,1}的迭代次数用n3x表示
由数据表明当n增大的时候5层网络的迭代次数n5x和3层网络的迭代次数n3x都是减小的,但是n3x减小的速度更快,使得n3x>n5x变化到n3x<n5x.但n3x可能是n5x的1.4倍,但当n=300时n5x也只比n3x大1.001628.
甚至当n>70因为n3x/n5x的比值非常小,n3x仅仅是略小于n5x,甚至可以认为n3x约等于n5x。
实验数据
学习率 0.1 |
权重初始化方式 |
Random rand1 =new Random(); |
int ti1=rand1.nextInt(98)+1; |
int xx=1; |
if(ti1%2==0) |
{ xx=-1;} |
tw[a][b]=xx*((double)ti1/1000); |
dr-2-20-2-20-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.546318294 0.44611478 1.809045226 0 0.5 0.472361809 109 0.001816667
0.634517291 0.362579186 3.487437186 0 0.4 0.16080402 32 0.000533333
0.722593096 0.274013474 5.849246231 0 0.3 0.236180905 47 0.000783333
0.812553001 0.188268509 10.03517588 0 0.2 0.150753769 46 0.000766667
0.903296556 0.096257065 21.16080402 0 0.1 0.59798995 119 0.001983333
0.990041969 0.009959833 191.8492462 0 0.01 2.311557789 462 0.0077
0.999000527 9.99E-04 1672.914573 0 0.001 18.63316583 3723 0.06205
0.999900018 1.00E-04 13647.58291 0 1.00E-04 136.5577889 27193 0.453216667
0.999910018 9.00E-05 14973.55779 0 9.00E-05 145.3065327 28918 0.481966667
0.999920013 8.00E-05 16630.40704 0 8.00E-05 160.5879397 31972 0.532866667
0.999930012 7.00E-05 18822.8995 0 7.00E-05 181.5477387 36128 0.602133333
0.999940011 6.00E-05 21582.15578 0 6.00E-05 208.5527638 41502 0.6917
0.999950008 5.00E-05 25301.33166 0 5.00E-05 246.1557789 49003 0.816716667
0.999960006 4.00E-05 30917.36683 0 4.00E-05 300.6633166 59849 0.997483333
0.999970004 3.00E-05 39938.56784 0 3.00E-05 385.9497487 76819 1.280316667
0.999980003 2.00E-05 57270.34171 0 2.00E-05 556.1959799 110684 1.844733333
0.999990001 1.00E-05 106472.5276 0 1.00E-05 1040.432161 207063 3.45105
0.999991001 9.00E-06 116904.1206 0 9.00E-06 1134.79397 225827 3.763783333
0.999992001 8.00E-06 130051.5628 0 8.00E-06 1265.296482 251812 4.196866667
0.999993001 7.00E-06 146748.6131 0 7.00E-06 1410.246231 280656 4.6776
0.999994001 6.00E-06 168397.9296 0 6.00E-06 1639.241206 326210 5.436833333
0.999995 5.00E-06 198438.407 0 5.00E-06 1918.241206 381731 6.362183333
0.999996 4.00E-06 242492.9095 0 4.00E-06 2346.81407 467016 7.7836
0.999997 3.00E-06 314905.4271 0 3.00E-06 3058.864322 608717 10.14528333
0.999998 2.00E-06 455243.8894 0 2.00E-06 4435.256281 882621 14.71035
0.999999 1.00E-06 859564.005 0 1.00E-06 8045.919598 1601144 26.68573333
0.9999991 9.00E-07 945850.2362 0 9.00E-07 9250.110553 1840792 30.67986667
0.9999992 8.00E-07 1053895.01 0 8.00E-07 10600.37186 2109474 35.1579
0.9999993 7.00E-07 1194350.719 0 7.00E-07 10299.35678 2049606 34.1601
0.9999994 6.00E-07 1376145.347 0 6.00E-07 13448.73367 2676299 44.60498333
0.9999995 5.00E-07 1629526.864 0 5.00E-07 15449.13568 3074382 51.2397
0.9999996 4.00E-07 2004658.136 0 4.00E-07 18474.08543 3676359 61.27265
0.9999997 3.00E-07 2621597.116 0 3.00E-07 24168.10553 4809453 80.15755
0.9999998 2.00E-07 3832670.608 0 2.00E-07 35272.41709 7019226 116.9871
0.9999999 1.00E-07 7362635.93 0 1.00E-07 69576.13065 13845650 230.7608333
dr-2-30-2-30-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.570382041 0.428027659 1.748743719 0 0.5 0.67839196 135 0.00225
0.655249684 0.342665887 2.889447236 0 0.4 0.231155779 54 0.0009
0.730018953 0.269829208 4.281407035 0 0.3 0.236180905 47 0.000783333
0.815407515 0.183715306 7.025125628 0 0.2 0.316582915 63 0.00105
0.904578152 0.09509028 14.44221106 0 0.1 0.56281407 113 0.001883333
0.990051468 0.00994272 132.3869347 0 0.01 2.698492462 545 0.009083333
0.999000609 9.99E-04 1232.663317 0 0.001 19.32663317 3846 0.0641
0.999900017 1.00E-04 11206.84422 0 1.00E-04 158.4321608 31536 0.5256
0.999910014 9.00E-05 12358.55779 0 9.00E-05 174.5025126 34726 0.578766667
0.999920012 8.00E-05 13809.36683 0 8.00E-05 195.8241206 38969 0.649483333
0.999930012 7.00E-05 15660.90955 0 7.00E-05 223.080402 44395 0.739916667
0.999940009 6.00E-05 18099.94975 0 6.00E-05 254.281407 50605 0.843416667
0.999950008 5.00E-05 21473.88442 0 5.00E-05 300.8994975 59885 0.998083333
0.999960007 4.00E-05 26500.88945 0 4.00E-05 370.4371859 73726 1.228766667
0.999970006 3.00E-05 34596.42211 0 3.00E-05 484.9798995 96533 1.608883333
0.999980003 2.00E-05 50386.52261 0 2.00E-05 733.1306533 145901 2.431683333
0.999990002 1.00E-05 95686.44221 0 1.00E-05 1375.929648 273833 4.563883333
0.999991002 9.00E-06 105252.0905 0 9.00E-06 1474.306533 293388 4.8898
0.999992001 8.00E-06 117935.392 0 8.00E-06 1653.291457 329014 5.483566667
0.999993001 7.00E-06 133213.1206 0 7.00E-06 1875.798995 373286 6.221433333
0.999994001 6.00E-06 153258.191 0 6.00E-06 2131.20603 424118 7.068633333
0.999995001 5.00E-06 181486.8794 0 5.00E-06 2538.964824 505258 8.420966667
0.999996001 4.00E-06 222496.7538 0 4.00E-06 3113.628141 619612 10.32686667
0.999997 3.00E-06 290623.1508 0 3.00E-06 3971.844221 790397 13.17328333
0.999998 2.00E-06 421513.5729 0 2.00E-06 4882.60804 971639 16.19398333
0.999999 1.00E-06 796186.6332 0 1.00E-06 10860.25126 2161192 36.01986667
0.9999991 9.00E-07 878165.2513 0 9.00E-07 11199.71357 2228743 37.14571667
0.9999992 8.00E-07 976018.0653 0 8.00E-07 13204.68342 2627732 43.79553333
0.9999993 7.00E-07 1106181.437 0 7.00E-07 14871.1407 2959357 49.32261667
0.9999994 6.00E-07 1276536.261 0 6.00E-07 16876.98995 3358541 55.97568333
dr-2-40-2-40-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.59451003 0.401110366 1.75879397 0 0.5 0.788944724 157 0.002616667
0.65772898 0.337559368 2.43718593 0 0.4 0.231155779 46 0.000766667
0.743477474 0.25315287 3.648241206 0 0.3 0.16080402 32 0.000533333
0.821741054 0.177769088 5.608040201 0 0.2 0.16080402 48 0.0008
0.905745627 0.093917325 11.01005025 0 0.1 0.391959799 78 0.0013
0.990063585 0.009931389 100.5628141 0 0.01 2.452261307 488 0.008133333
0.999000752 9.99E-04 959.0452261 0 0.001 18.32663317 3665 0.061083333
0.999900014 1.00E-04 9096.432161 0 1.00E-04 156.3869347 31123 0.518716667
0.999910014 9.00E-05 10067.19598 0 9.00E-05 175.9949749 35026 0.583766667
0.999920012 8.00E-05 11262.57286 0 8.00E-05 206.2361809 41042 0.684033333
0.999930009 7.00E-05 12837.71859 0 7.00E-05 219.1457286 43610 0.726833333
0.999940008 6.00E-05 14932.53769 0 6.00E-05 256.7035176 51087 0.85145
0.999950007 5.00E-05 17747.90955 0 5.00E-05 303.1105528 60334 1.005566667
0.999960005 4.00E-05 22065.9799 0 4.00E-05 375.4170854 74709 1.24515
0.999970004 3.00E-05 29090.47236 0 3.00E-05 493.8090452 98273 1.637883333
0.999980003 2.00E-05 42928.18593 0 2.00E-05 731.0954774 145503 2.42505
0.999990001 1.00E-05 83051.36683 0 1.00E-05 1417.673367 282117 4.70195
0.999991001 9.00E-06 91846.1608 0 9.00E-06 1569.025126 312237 5.20395
0.999992001 8.00E-06 102681.3568 0 8.00E-06 1741.256281 346511 5.775183333
0.999993001 7.00E-06 117033.3719 0 7.00E-06 1993.467337 396700 6.611666667
0.999994001 6.00E-06 135428.8543 0 6.00E-06 2308.190955 459331 7.655516667
0.999995001 5.00E-06 161363.402 0 5.00E-06 2704.281407 538156 8.969266667
0.999996001 4.00E-06 198055.6533 0 4.00E-06 3352.934673 667235 11.12058333
0.999997 3.00E-06 260754.0251 0 3.00E-06 4491.055276 893738 14.89563333
0.999998 2.00E-06 382402.2814 0 2.00E-06 6573.979899 1308240 21.804
0.999999 1.00E-06 730444.196 0 1.00E-06 12445.71859 2476698 41.2783
0.9999991 9.00E-07 807995.794 0 9.00E-07 13441.24121 2674808 44.58013333
0.9999992 8.00E-07 900627.8794 0 8.00E-07 15246.63819 3034097 50.56828333
0.9999993 7.00E-07 1020910.055 0 7.00E-07 17459.63819 3474468 57.9078
0.9999994 6.00E-07 1176083.638 0 6.00E-07 20517.28141 4082939 68.04898333
dr-2-50-2-50-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.608514025 0.382653025 1.713567839 0 0.5 0.708542714 141 0.00235
0.65489139 0.339712214 2.060301508 0 0.4 0.311557789 62 0.001033333
0.744601245 0.253413697 3.035175879 0 0.3 0.236180905 47 0.000783333
0.827523067 0.171534401 4.738693467 0 0.2 0.236180905 47 0.000783333
0.907621924 0.09174001 8.994974874 0 0.1 0.316582915 94 0.001566667
0.990081195 0.009916069 80.75376884 0 0.01 2.306532663 476 0.007933333
0.999000847 9.99E-04 779.3366834 0 0.001 17.84924623 3552 0.0592
0.999900015 1.00E-04 7550.201005 0 1.00E-04 162.201005 32278 0.537966667
0.999910012 9.00E-05 8353.261307 0 9.00E-05 178.3718593 35496 0.5916
0.99992001 8.00E-05 9382.643216 0 8.00E-05 199.0703518 39615 0.66025
0.999930009 7.00E-05 10687.64322 0 7.00E-05 228.9497487 45561 0.75935
0.999940007 6.00E-05 12464.42714 0 6.00E-05 266.6080402 53055 0.88425
0.999950006 5.00E-05 14894.20603 0 5.00E-05 315.5226131 62789 1.046483333
0.999960005 4.00E-05 18512.49246 0 4.00E-05 393.5879397 78324 1.3054
0.999970004 3.00E-05 24465.84925 0 3.00E-05 520.1557789 103511 1.725183333
0.999980002 2.00E-05 36497.80402 0 2.00E-05 775.2462312 154274 2.571233333
0.999990001 1.00E-05 71518.51256 0 1.00E-05 1520.361809 302552 5.042533333
0.999991001 9.00E-06 79128.73367 0 9.00E-06 1685.18593 335352 5.5892
0.999992001 8.00E-06 88885.51759 0 8.00E-06 1893.407035 376788 6.2798
0.999993001 7.00E-06 101020.809 0 7.00E-06 2149.959799 427842 7.1307
0.999994001 6.00E-06 117134.0402 0 6.00E-06 2493.623116 496231 8.270516667
0.999995001 5.00E-06 140110.9447 0 5.00E-06 2349.673367 467585 7.793083333
0.999996001 4.00E-06 173479.8945 0 4.00E-06 3694.648241 735282 12.2547
0.999997 3.00E-06 229786.9095 0 3.00E-06 4901.547739 975410 16.25683333
0.999998 2.00E-06 338510.2663 0 2.00E-06 7360.085427 1464658 24.41096667
0.999999 1.00E-06 657823.4673 0 1.00E-06 13702.9799 2726896 45.44826667
0.9999991 9.00E-07 727242.7136 0 9.00E-07 15200.79899 3024981 50.41635
0.9999992 8.00E-07 813585.8995 0 8.00E-07 17391.90452 3460989 57.68315
0.9999993 7.00E-07 925358.9749 0 7.00E-07 18969.68844 3774984 62.9164
0.9999994 6.00E-07 1071290.764 0 6.00E-07 22326.40704 4442955 74.04925
dr-2-60-2-60-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.643651361 0.356612056 1.788944724 0 0.5 0.628140704 125 0.002083333
0.678665821 0.321060637 2.015075377 0 0.4 0.311557789 62 0.001033333
0.768202808 0.230449625 2.924623116 0 0.3 0.236180905 47 0.000783333
0.826243461 0.171598828 4.005025126 0 0.2 0.231155779 46 0.000766667
0.908685156 0.090791134 7.638190955 0 0.1 0.316582915 79 0.001316667
0.990090956 0.009901123 67.47738693 0 0.01 2.281407035 454 0.007566667
0.999000946 9.99E-04 655.160804 0 0.001 19.29145729 3839 0.063983333
0.999900016 1.00E-04 6401.40201 0 1.00E-04 161.5527638 32149 0.535816667
0.999910013 9.00E-05 7104.949749 0 9.00E-05 180.8693467 36009 0.60015
0.99992001 8.00E-05 7982.326633 0 8.00E-05 201.6683417 40148 0.669133333
0.999930008 7.00E-05 9103.61809 0 7.00E-05 230.6030151 45890 0.764833333
0.999940006 6.00E-05 10600.88442 0 6.00E-05 268.2261307 53377 0.889616667
0.999950006 5.00E-05 12681.93467 0 5.00E-05 320.7386935 63827 1.063783333
0.999960004 4.00E-05 15817.48744 0 4.00E-05 401.6934673 79953 1.33255
0.999970003 3.00E-05 20981.40201 0 3.00E-05 533.5879397 106199 1.769983333
0.999980002 2.00E-05 31342.25126 0 2.00E-05 796.3467337 158488 2.641466667
0.999990001 1.00E-05 61774.81407 0 1.00E-05 1529.874372 304445 5.074083333
0.999991001 9.00E-06 68643.70352 0 9.00E-06 1693.492462 337036 5.617266667
0.999992001 8.00E-06 77004.8392 0 8.00E-06 1904.356784 378969 6.31615
0.999993001 7.00E-06 87795.9598 0 7.00E-06 2154.487437 428748 7.1458
0.999994001 6.00E-06 102115.3618 0 6.00E-06 2508.306533 499161 8.31935
0.999995001 5.00E-06 121874.3618 0 5.00E-06 2993.819095 595770 9.9295
0.999996 4.00E-06 152180.6181 0 4.00E-06 3748.140704 745931 12.43218333
0.999997 3.00E-06 200492.6935 0 3.00E-06 5180.452261 1030922 17.18203333
0.999998 2.00E-06 298913.5025 0 2.00E-06 7642.778894 1520915 25.34858333
0.999999 1.00E-06 585437.3719 0 1.00E-06 15624.18593 3109223 51.82038333
0.9999991 9.00E-07 650120 0 9.00E-07 17037.9397 3390552 56.5092
0.9999992 8.00E-07 726832.5477 0 8.00E-07 17494.50251 3481423 58.02371667
0.9999993 7.00E-07 827461.7839 0 7.00E-07 20420.43216 4063686 67.7281
0.9999994 6.00E-07 960840.6231 0 6.00E-07 24046.98995 4785351 79.75585
dr-2-70-2-70-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.660793855 0.337863696 1.768844221 0 0.5 0.869346734 176 0.002933333
0.7014472 0.289666373 2.005025126 0 0.4 0.447236181 97 0.001616667
0.768680257 0.23039066 2.633165829 0 0.3 0.547738693 110 0.001833333
0.835212861 0.162049213 3.683417085 0 0.2 0.266331658 56 0.000933333
0.9105232 0.089319631 6.658291457 0 0.1 0.467336683 95 0.001583333
0.99011306 0.00988295 57.88442211 0 0.01 2.412060302 480 0.008
0.999001064 9.99E-04 563.9246231 0 0.001 19.45728643 3892 0.064866667
0.999900013 1.00E-04 5549.743719 0 1.00E-04 176.3567839 35097 0.58495
0.999910013 9.00E-05 6163.160804 0 9.00E-05 191.7085427 38168 0.636133333
0.999920011 8.00E-05 6926.467337 0 8.00E-05 213.0351759 42397 0.706616667
0.999930008 7.00E-05 7902.346734 0 7.00E-05 244.7236181 48703 0.811716667
0.999940006 6.00E-05 9213.457286 0 6.00E-05 284.8040201 56679 0.94465
0.999950005 5.00E-05 11036.70352 0 5.00E-05 342.7939698 68221 1.137016667
0.999960004 4.00E-05 13749.56784 0 4.00E-05 408.6532663 81322 1.355366667
0.999970003 3.00E-05 18293.75879 0 3.00E-05 530.0351759 105507 1.75845
0.999980002 2.00E-05 27301.52261 0 2.00E-05 794.080402 158022 2.6337
0.999990001 1.00E-05 54201.65829 0 1.00E-05 1573.527638 313148 5.219133333
0.999991001 9.00E-06 60116.62312 0 9.00E-06 1762.648241 350767 5.846116667
0.999992001 8.00E-06 67554.01508 0 8.00E-06 2006.763819 399346 6.655766667
0.999993001 7.00E-06 77096.41206 0 7.00E-06 2288.286432 455369 7.589483333
0.999994001 6.00E-06 89749.86935 0 6.00E-06 2661.904523 529719 8.82865
0.999995 5.00E-06 107355.8593 0 5.00E-06 3096.321608 616170 10.2695
0.999996 4.00E-06 133877.392 0 4.00E-06 3902.396985 776592 12.9432
0.999997 3.00E-06 177416.8844 0 3.00E-06 5235.643216 1041908 17.36513333
0.999998 2.00E-06 264355.6181 0 2.00E-06 7152.271357 1423302 23.7217
0.999999 1.00E-06 522107.1106 0 1.00E-06 15297.63819 3044230 50.73716667
0.9999991 9.00E-07 577750.7588 0 9.00E-07 16737.24121 3330711 55.51185
0.9999992 8.00E-07 649987.2362 0 8.00E-07 18454.17588 3672385 61.20641667
0.9999993 7.00E-07 739850.3116 0 7.00E-07 21233.82412 4225531 70.42551667
0.9999994 6.00E-07 861646.9548 0 6.00E-07 26118.12563 5197523 86.62538333
dr-2-80-2-80-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.661534068 0.335480136 1.638190955 0 0.5 0.628140704 141 0.00235
0.728861325 0.27100846 2 0 0.4 0.236180905 47 0.000783333
0.75352198 0.248340077 2.185929648 0 0.3 0.512562814 102 0.0017
0.824005822 0.174352989 3.035175879 0 0.2 0.32160804 64 0.001066667
0.913414292 0.086296094 5.984924623 0 0.1 0.472361809 94 0.001566667
0.990123154 0.009866125 50.6281407 0 0.01 3.075376884 612 0.0102
0.999001169 9.99E-04 495.1658291 0 0.001 18.1959799 3621 0.06035
0.999900014 1.00E-04 4891.849246 0 1.00E-04 165.3266332 32901 0.54835
0.999910012 9.00E-05 5429.341709 0 9.00E-05 184.4271357 36716 0.611933333
0.99992001 8.00E-05 6101.115578 0 8.00E-05 206.1909548 41032 0.683866667
0.999930008 7.00E-05 6969.557789 0 7.00E-05 234.5979899 46685 0.778083333
0.999940006 6.00E-05 8117.21608 0 6.00E-05 272.1708543 54162 0.9027
0.999950005 5.00E-05 9733.979899 0 5.00E-05 325.9547739 64865 1.081083333
0.999960004 4.00E-05 12152.01005 0 4.00E-05 406.758794 80946 1.3491
0.999970003 3.00E-05 16148.37688 0 3.00E-05 543.0552764 108084 1.8014
0.999980002 2.00E-05 24157.64322 0 2.00E-05 809.9246231 161175 2.68625
0.999990001 1.00E-05 48081.24623 0 1.00E-05 826.5276382 164479 2.741316667
0.999991001 9.00E-06 53313.35176 0 9.00E-06 1786.20603 355455 5.92425
0.999992001 8.00E-06 59947.93467 0 8.00E-06 2004.728643 398941 6.649016667
0.999993001 7.00E-06 68377.16583 0 7.00E-06 2285.829146 454880 7.581333333
0.999994001 6.00E-06 79701.47236 0 6.00E-06 2678.427136 533007 8.88345
0.999995 5.00E-06 95537.37688 0 5.00E-06 3119.859296 620861 10.34768333
0.999996 4.00E-06 119011.407 0 4.00E-06 3859.859296 768113 12.80188333
0.999997 3.00E-06 158041.5729 0 3.00E-06 5095.417085 1013998 16.89996667
0.999998 2.00E-06 236166.8492 0 2.00E-06 7987.844221 1589582 26.49303333
0.999999 1.00E-06 466360.3367 0 1.00E-06 15688.37688 3121991 52.03318333
0.9999991 9.00E-07 519149.3467 0 9.00E-07 17417.56281 3466112 57.76853333
0.9999992 8.00E-07 582616.3116 0 8.00E-07 19549.22111 3890297 64.83828333
0.9999993 7.00E-07 663958.9045 0 7.00E-07 22318.35678 4441386 74.0231
0.9999994 6.00E-07 773597.804 0 6.00E-07 25235.57286 5021895 83.69825
dr-2-90-2-90-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.697836032 0.296544241 1.753768844 0 0.5 0.793969849 158 0.002633333
0.754378571 0.243785361 1.994974874 0 0.4 0.331658291 66 0.0011
0.754731111 0.244494059 2.005025126 0 0.3 0.391959799 78 0.0013
0.840606144 0.15688859 3 0 0.2 0.236180905 47 0.000783333
0.908175583 0.091106393 5.020100503 0 0.1 0.492462312 98 0.001633333
0.990146842 0.009848081 44.96984925 0 0.01 2.386934673 475 0.007916667
0.999001307 9.99E-04 440.7839196 0 0.001 20.6080402 4102 0.068366667
0.999900015 1.00E-04 4360.819095 0 1.00E-04 168.7286432 33578 0.559633333
0.999910014 9.00E-05 4848.633166 0 9.00E-05 186.1959799 37053 0.61755
0.999920011 8.00E-05 5452.924623 0 8.00E-05 173.3668342 34500 0.575
0.999930009 7.00E-05 6230.326633 0 7.00E-05 238.4371859 47450 0.790833333
0.999940006 6.00E-05 7260.356784 0 6.00E-05 278.2914573 55389 0.92315
0.999950005 5.00E-05 8701.145729 0 5.00E-05 334.9145729 66656 1.110933333
0.999960004 4.00E-05 10876.61809 0 4.00E-05 418.0201005 83195 1.386583333
0.999970002 3.00E-05 14470.17588 0 3.00E-05 558.879397 111218 1.853633333
0.999980002 2.00E-05 21643.21608 0 2.00E-05 834.6733668 166124 2.768733333
0.999990001 1.00E-05 43084.71859 0 1.00E-05 1656.904523 329724 5.4954
0.999991001 9.00E-06 47914.82915 0 9.00E-06 1845.462312 367247 6.120783333
0.999992001 8.00E-06 53745.87437 0 8.00E-06 2063.090452 410563 6.842716667
0.999993 7.00E-06 61426.60804 0 7.00E-06 2357.095477 469067 7.817783333
0.999994 6.00E-06 71645.68342 0 6.00E-06 2709.266332 539145 8.98575
0.999995 5.00E-06 85869.39196 0 5.00E-06 3189.396985 634690 10.57816667
0.999996 4.00E-06 107008.1759 0 4.00E-06 3974.507538 790945 13.18241667
0.999997 3.00E-06 142286.2412 0 3.00E-06 5295.929648 1053892 17.56486667
0.999998 2.00E-06 212857.1809 0 2.00E-06 7725.623116 1537399 25.62331667
0.999999 1.00E-06 422974.5628 0 1.00E-06 14984.29146 2981874 49.6979
0.9999991 9.00E-07 469505.9146 0 9.00E-07 16735.79397 3330439 55.50731667
0.9999992 8.00E-07 526240.4523 0 8.00E-07 19110.25628 3802941 63.38235
0.9999993 7.00E-07 600963 0 7.00E-07 21238.73869 4226515 70.44191667
0.9999994 6.00E-07 699384.6432 0 6.00E-07 25275.0804 5029747 83.82911667
dr-2-110-2-110-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.741502659 0.254326603 1.793969849 0 0.5 0.939698492 187 0.003116667
0.795401969 0.200763551 2 0 0.4 0.155778894 47 0.000783333
0.796225949 0.200918142 2 0 0.3 0.24120603 63 0.00105
0.859692738 0.138531926 2.814070352 0 0.2 0.231155779 62 0.001033333
0.90826514 0.09145706 4.045226131 0 0.1 0.552763819 110 0.001833333
0.990194271 0.009796445 36.77889447 0 0.01 2.286432161 455 0.007583333
0.999001633 9.98E-04 361.4120603 0 0.001 20.2160804 4023 0.06705
0.999900017 1.00E-04 3592.341709 0 1.00E-04 159.080402 31657 0.527616667
0.999910015 9.00E-05 3993.698492 0 9.00E-05 174.4824121 34738 0.578966667
0.999920012 8.00E-05 4488.894472 0 8.00E-05 196.9045226 39200 0.653333333
0.999930009 7.00E-05 5131.954774 0 7.00E-05 224.4824121 44672 0.744533333
0.999940007 6.00E-05 5980.296482 0 6.00E-05 262.3417085 52206 0.8701
0.999950005 5.00E-05 7174.130653 0 5.00E-05 316.5427136 62992 1.049866667
0.999960004 4.00E-05 8958.271357 0 4.00E-05 395.4723618 78699 1.31165
0.999970002 3.00E-05 11932.27638 0 3.00E-05 480.4874372 95632 1.593866667
0.999980001 2.00E-05 17874.41709 0 2.00E-05 835.0452261 166176 2.7696
0.999990001 1.00E-05 35636.55779 0 1.00E-05 1650.829146 328522 5.475366667
0.999991001 9.00E-06 39579.36181 0 9.00E-06 1830.38191 364265 6.071083333
0.999992 8.00E-06 44527.26131 0 8.00E-06 2067.130653 411364 6.856066667
0.999993 7.00E-06 50847.33166 0 7.00E-06 2358.005025 469247 7.820783333
0.999994 6.00E-06 59257.38693 0 6.00E-06 2750.613065 547381 9.123016667
0.999995 5.00E-06 70996.55779 0 5.00E-06 3243.59799 645483 10.75805
0.999996 4.00E-06 88788.15578 0 4.00E-06 3862.592965 768672 12.8112
0.999997 3.00E-06 118128.8191 0 3.00E-06 5162.934673 1027424 17.12373333
0.999998 2.00E-06 176705.0402 0 2.00E-06 7721.040201 1536487 25.60811667
0.999999 1.00E-06 351926.8342 0 1.00E-06 15458.13065 3076168 51.26946667
0.9999991 9.00E-07 390495.2362 0 9.00E-07 18384.25126 3658475 60.97458333
0.9999992 8.00E-07 439183.6181 0 8.00E-07 20178.82412 4015589 66.92648333
0.9999993 7.00E-07 502113.1759 0 7.00E-07 20875.25126 4154191 69.23651667
0.9999994 6.00E-07 584590.3668 0 6.00E-07 25702.54271 5114806 85.24676667
dr-2-150-2-150-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.797187744 0.201244366 1.763819095 0 0.5 0.939698492 203 0.003383333
0.863121744 0.136180629 1.984924623 0 0.4 0.472361809 94 0.001566667
0.866429677 0.132578549 2 0 0.3 0.311557789 62 0.001033333
0.866062318 0.13311132 2 0 0.2 0.708542714 157 0.002616667
0.914739911 0.085004139 3 0 0.1 0.552763819 110 0.001833333
0.990199984 0.009793575 26.53266332 0 0.01 2.281407035 454 0.007566667
0.999002127 9.98E-04 265.2462312 0 0.001 17.31155779 3477 0.05795
0.999900023 1.00E-04 2647.60804 0 1.00E-04 155.241206 30893 0.514883333
0.999910018 9.00E-05 2941.130653 0 9.00E-05 172.2663317 34281 0.57135
0.999920016 8.00E-05 3307.834171 0 8.00E-05 196.2060302 39045 0.65075
0.999930011 7.00E-05 3780.708543 0 7.00E-05 225.8190955 44938 0.748966667
0.999940009 6.00E-05 4409.758794 0 6.00E-05 260.3517588 51810 0.8635
0.999950006 5.00E-05 5291.743719 0 5.00E-05 311.1105528 61926 1.0321
0.999960004 4.00E-05 6609.21608 0 4.00E-05 387.5276382 77134 1.285566667
0.999970003 3.00E-05 8811.41206 0 3.00E-05 518.0452261 103107 1.71845
0.999980001 2.00E-05 13211.15578 0 2.00E-05 776.3869347 154501 2.575016667
0.99999 1.00E-05 26371.04523 0 1.00E-05 1552.61809 308987 5.149783333
0.999991 9.00E-06 29301.9799 0 9.00E-06 1724.698492 343215 5.72025
0.999992 8.00E-06 32977.44221 0 8.00E-06 1938.331658 385743 6.42905
0.999993 7.00E-06 37639.8995 0 7.00E-06 2220.939698 441967 7.366116667
0.999994 6.00E-06 43923.02513 0 6.00E-06 2581.427136 513704 8.561733333
0.999995 5.00E-06 52656.62312 0 5.00E-06 3101.557789 617210 10.28683333
0.999996 4.00E-06 65840.1809 0 4.00E-06 3876.994975 771538 12.85896667
0.999997 3.00E-06 87680.36683 0 3.00E-06 5189.140704 1032639 17.21065
0.999998 2.00E-06 131397.7839 0 2.00E-06 7653.532663 1523053 25.38421667
0.999999 1.00E-06 262230.2211 0 1.00E-06 15777.20603 3139665 52.32775
0.9999991 9.00E-07 291376.5628 0 9.00E-07 17145.07538 3411870 56.8645
0.9999992 8.00E-07 327637.8844 0 8.00E-07 19400.57286 3860715 64.34525
0.9999993 7.00E-07 374291.7588 0 7.00E-07 21886.37688 4355392 72.58986667
0.9999994 6.00E-07 436389.407 0 6.00E-07 27112.80905 5395468 89.92446667
dr-2-200-2-200-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.847358351 0.149143306 1.773869347 0 0.5 0.994974874 204 0.0034
0.916564076 0.083397539 1.969849246 0 0.4 0.487437186 100 0.001666667
0.924903453 0.076514028 2 0 0.3 0.572864322 117 0.00195
0.924744554 0.076469377 2 0 0.2 0.396984925 80 0.001333333
0.92419794 0.077031033 2 0 0.1 0.48241206 99 0.00165
0.990203017 0.009829781 19.05527638 0 0.01 2.140703518 433 0.007216667
0.99900306 9.97E-04 198.2613065 0 0.001 18.49748744 3688 0.061466667
0.999900032 1.00E-04 1990.311558 0 1.00E-04 159.4020101 31728 0.5288
0.999910026 9.00E-05 2211.482412 0 9.00E-05 181.5427136 36127 0.602116667
0.99992002 8.00E-05 2488.437186 0 8.00E-05 204.5276382 40701 0.67835
0.999930015 7.00E-05 2843.778894 0 7.00E-05 232.5326633 46322 0.772033333
0.999940012 6.00E-05 3316.798995 0 6.00E-05 269.7336683 53677 0.894616667
0.999950009 5.00E-05 3979.648241 0 5.00E-05 324.3919598 64554 1.0759
0.999960006 4.00E-05 4974.693467 0 4.00E-05 406.6482412 80924 1.348733333
0.999970004 3.00E-05 6630.271357 0 3.00E-05 545.1105528 108477 1.80795
0.999980002 2.00E-05 9945.738693 0 2.00E-05 815.9045226 162365 2.706083333
0.999990001 1.00E-05 19877.49749 0 1.00E-05 1624.638191 323303 5.388383333
0.999991 9.00E-06 22084.57286 0 9.00E-06 1807.502513 359711 5.995183333
0.999992 8.00E-06 24838.38693 0 8.00E-06 2031.834171 404336 6.738933333
0.999993 7.00E-06 28402.29648 0 7.00E-06 2317.542714 461206 7.686766667
0.999994 6.00E-06 33113.46734 0 6.00E-06 3007.668342 598529 9.975483333
0.999995 5.00E-06 39727.83417 0 5.00E-06 3538.698492 704203 11.73671667
0.999996 4.00E-06 49643.09548 0 4.00E-06 4422.371859 880053 14.66755
0.999997 3.00E-06 66170.61307 0 3.00E-06 4649.628141 925276 15.42126667
0.999998 2.00E-06 99202.63317 0 2.00E-06 8654.075377 1722172 28.70286667
0.999999 1.00E-06 198199.598 0 1.00E-06 16262.79397 3236312 53.93853333
0.9999991 9.00E-07 220131.392 0 9.00E-07 18529.73869 3687465 61.45775
0.9999992 8.00E-07 247427.598 0 8.00E-07 20754.27638 4130116 68.83526667
0.9999993 7.00E-07 282879.4171 0 7.00E-07 23212.59799 4619322 76.9887
0.9999994 6.00E-07 329902.6985 0 6.00E-07 26894.51759 5352016 89.20026667
dr-2-300-2-300-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.888713967 0.115483215 1.768844221 0 0.5 1.100502513 219 0.00365
0.971813136 0.031335135 1.979899497 0 0.4 0.783919598 156 0.0026
0.976175102 0.025455475 2 0 0.3 0.547738693 109 0.001816667
0.977133945 0.026065901 2 0 0.2 0.703517588 156 0.0026
0.977462255 0.025245957 2 0 0.1 0.798994975 159 0.00265
0.991194716 0.009191591 10.42713568 0 0.01 2.201005025 438 0.0073
0.999016083 9.89E-04 129.5628141 0 0.001 17.39698492 3481 0.058016667
0.999900176 9.99E-05 1326.562814 0 1.00E-04 162.2211055 32284 0.538066667
0.999910126 8.99E-05 1473.869347 0 9.00E-05 177.8090452 35384 0.589733333
0.999920112 7.99E-05 1658.79397 0 8.00E-05 201.3718593 40093 0.668216667
0.999930076 7.00E-05 1896.723618 0 7.00E-05 226.7336683 45121 0.752016667
0.999940059 6.00E-05 2213.226131 0 6.00E-05 262.241206 52187 0.869783333
0.999950043 5.00E-05 2656.738693 0 5.00E-05 314.3316583 62552 1.042533333
0.999960024 4.00E-05 3322.20603 0 4.00E-05 391.959799 78000 1.3
0.999970013 3.00E-05 4430.748744 0 3.00E-05 523.3065327 104138 1.735633333
0.999980006 2.00E-05 6644.603015 0 2.00E-05 791.6633166 157541 2.625683333
0.999990002 1.00E-05 13291.08543 0 1.00E-05 1585.748744 315580 5.259666667
0.999991001 9.00E-06 14769.80905 0 9.00E-06 1763.582915 350969 5.849483333
0.999992001 8.00E-06 16614.02513 0 8.00E-06 1872.592965 372646 6.210766667
0.999993001 7.00E-06 18988.35678 0 7.00E-06 2272.879397 452304 7.5384
0.999994001 6.00E-06 22146.44724 0 6.00E-06 2614.080402 520209 8.67015
0.999995 5.00E-06 26581.09548 0 5.00E-06 3116.060302 620103 10.33505
0.999996 4.00E-06 33228.05528 0 4.00E-06 3904.904523 777086 12.95143333
0.999997 3.00E-06 44291.46231 0 3.00E-06 5196.81407 1034173 17.23621667
0.999998 2.00E-06 66396.92965 0 2.00E-06 7765.20603 1545288 25.7548
0.999999 1.00E-06 132782.6633 0 1.00E-06 15465.22111 3077587 51.29311667
0.9999991 9.00E-07 147525.6633 0 9.00E-07 18005.64824 3583143 59.71905
0.9999992 8.00E-07 165975.9548 0 8.00E-07 19998.61809 3979748 66.32913333
0.9999993 7.00E-07 189701.1307 0 7.00E-07 23057.23618 4588396 76.47326667
0.9999994 6.00E-07 221228.402 0 6.00E-07 27001.65829 5373330 89.5555
dr-2*x*2-(2*k),k∈{0,1}的数据
dr-2-20-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.545404459 0.449619682 1.763819095 0 0.5 0.547738693 109 0.001816667
0.634219974 0.363026507 3.442211055 0 0.4 0.236180905 47 0.000783333
0.720750522 0.275857971 5.829145729 0 0.3 0.236180905 47 0.000783333
0.812027463 0.188703299 10.01005025 0 0.2 0.08040201 31 0.000516667
0.903493264 0.096418718 21.02512563 0 0.1 0.236180905 47 0.000783333
0.990043462 0.009956003 189.5728643 0 0.01 1.567839196 312 0.0052
0.999000492 1.00E-03 1682.226131 0 0.001 10.78894472 2179 0.036316667
0.999900008 1.00E-04 15425.05025 0 1.00E-04 78.43718593 15609 0.26015
0.999910007 9.00E-05 16805.25126 0 9.00E-05 79.28643216 15781 0.263016667
0.999920006 8.00E-05 18667.63819 0 8.00E-05 90.27135678 17964 0.2994
0.999930005 7.00E-05 21306.15578 0 7.00E-05 101.7236181 20247 0.33745
0.999940004 6.00E-05 24748.71357 0 6.00E-05 119.4170854 23764 0.396066667
0.999950004 5.00E-05 29470.44724 0 5.00E-05 141.8643216 28233 0.47055
0.999960002 4.00E-05 36379.19095 0 4.00E-05 191.1055276 38033 0.633883333
0.999970002 3.00E-05 48181.40704 0 3.00E-05 230.9849246 45966 0.7661
0.999980001 2.00E-05 69148.8191 0 2.00E-05 330.2462312 65720 1.095333333
0.99999 1.00E-05 135905.4975 0 1.00E-05 634.5628141 126294 2.1049
0.999991 9.00E-06 151816.7236 0 9.00E-06 706.4472362 140583 2.34305
0.999992 8.00E-06 169331.2211 0 8.00E-06 810.959799 161399 2.689983333
0.999993 7.00E-06 195143.7789 0 7.00E-06 906.7788945 180449 3.007483333
0.999994 6.00E-06 215542 0 6.00E-06 989.7889447 196968 3.2828
0.999995 5.00E-06 264851.7638 0 5.00E-06 1215.276382 241840 4.030666667
0.999996 4.00E-06 336640.4774 0 4.00E-06 1540.768844 306629 5.110483333
0.999997 3.00E-06 431767.8844 0 3.00E-06 1977.839196 393590 6.559833333
0.999998 2.00E-06 634597.603 0 2.00E-06 2898.140704 576730 9.612166667
0.999999 1.00E-06 1237517.432 0 1.00E-06 5668.638191 1128075 18.80125
0.9999991 9.00E-07 1377757.784 0 9.00E-07 6309.432161 1255577 20.92628333
0.9999992 8.00E-07 1561314.543 0 8.00E-07 7147.356784 1422339 23.70565
0.9999993 7.00E-07 1728957.221 0 7.00E-07 7899.070352 1571915 26.19858333
0.9999994 6.00E-07 1980248.322 0 6.00E-07 9059.291457 1802815 30.04691667
0.9999995 5.00E-07 2347103.503 0 5.00E-07 10757.71357 2140785 35.67975
0.9999996 4.00E-07 3092842.884 0 4.00E-07 14226.55276 2831084 47.18473333
0.9999997 3.00E-07 3897930.96 0 3.00E-07 17927 3567473 59.45788333
0.9999998 2.00E-07 5796732.03 0 2.00E-07 26716.67839 5316623 88.61038333
0.9999999 1.00E-07 1.14E+07 0 1.00E-07 55827.73869 11109728 185.1621333
dr-2-30-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.568838223 0.426803841 1.728643216 0 0.5 0.472361809 97 0.001616667
0.6502496 0.341952828 2.814070352 0 0.4 0.150753769 36 0.0006
0.729756801 0.268075962 4.266331658 0 0.3 0.120603015 30 0.0005
0.815387986 0.184415116 7 0 0.2 0.135678392 30 0.0005
0.904094842 0.095496338 14.32663317 0 0.1 0.231155779 51 0.00085
0.9900522 0.009945352 131.2562814 0 0.01 1.045226131 211 0.003516667
0.999000615 9.99E-04 1224.984925 0 0.001 10.0201005 2000 0.033333333
0.999900009 1.00E-04 11485.84422 0 1.00E-04 76.20100503 15166 0.252766667
0.999910007 9.00E-05 12696.66834 0 9.00E-05 83.15075377 16554 0.2759
0.999920007 8.00E-05 14193.55276 0 8.00E-05 92.87939698 18488 0.308133333
0.999930005 7.00E-05 16406.34171 0 7.00E-05 107.718593 21440 0.357333333
0.999940004 6.00E-05 18736.89447 0 6.00E-05 122.7688442 24437 0.407283333
0.999950003 5.00E-05 22355.84422 0 5.00E-05 146.2864322 29118 0.4853
0.999960002 4.00E-05 27698.88442 0 4.00E-05 181.5025126 36122 0.602033333
0.999970002 3.00E-05 36922.53769 0 3.00E-05 242.9145729 48344 0.805733333
0.999980001 2.00E-05 54326.20101 0 2.00E-05 355.6582915 70782 1.1797
0.99999 1.00E-05 106324.4372 0 1.00E-05 696.8994975 138688 2.311466667
0.999991 9.00E-06 119364.4724 0 9.00E-06 782.5025126 155724 2.5954
0.999992 8.00E-06 133018.2764 0 8.00E-06 873.9899497 173931 2.89885
0.999993 7.00E-06 153185.4121 0 7.00E-06 1003.663317 199734 3.3289
0.999994 6.00E-06 174176.2764 0 6.00E-06 1141.673367 227200 3.786666667
0.999995 5.00E-06 211854.9095 0 5.00E-06 1387.653266 276149 4.602483333
0.999996 4.00E-06 256951.0553 0 4.00E-06 1684.331658 335186 5.586433333
0.999997 3.00E-06 341957.6834 0 3.00E-06 2242.140704 446188 7.436466667
0.999998 2.00E-06 507350.1508 0 2.00E-06 3327.939698 662267 11.03778333
0.999999 1.00E-06 979226.6231 0 1.00E-06 6577.135678 1308856 21.81426667
0.9999991 9.00E-07 1120388.176 0 9.00E-07 7684.025126 1529124 25.4854
0.9999992 8.00E-07 1234401.302 0 8.00E-07 8456.683417 1682883 28.04805
0.9999993 7.00E-07 1388583.668 0 7.00E-07 9150.668342 1820983 30.34971667
0.9999994 6.00E-07 1642171.307 0 6.00E-07 11051.07035 2199163 36.65271667
dr-2-40-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.592447555 0.404108404 1.748743719 0 0.5 0.391959799 94 0.001566667
0.657657747 0.340149481 2.412060302 0 0.4 0.075376884 47 0.000783333
0.74288833 0.257241457 3.638190955 0 0.3 0.326633166 68 0.001133333
0.821834945 0.176817131 5.608040201 0 0.2 0.150753769 33 0.00055
0.905891734 0.093294936 11.01507538 0 0.1 0.442211055 90 0.0015
0.9900694 0.009930118 100.0954774 0 0.01 1.256281407 254 0.004233333
0.999000714 9.99E-04 951.5527638 0 0.001 10.84924623 2159 0.035983333
0.99990001 1.00E-04 9124.165829 0 1.00E-04 90.50251256 18010 0.300166667
0.999910008 9.00E-05 10095.95477 0 9.00E-05 91.38190955 18187 0.303116667
0.999920006 8.00E-05 11369.58291 0 8.00E-05 103.4020101 20577 0.34295
0.999930005 7.00E-05 12920.23116 0 7.00E-05 116.7437186 23233 0.387216667
0.999940005 6.00E-05 14901.30151 0 6.00E-05 134.2914573 26724 0.4454
0.999950004 5.00E-05 17839.32161 0 5.00E-05 159.1306533 31684 0.528066667
0.999960002 4.00E-05 22467.40704 0 4.00E-05 202.3768844 40281 0.67135
0.999970002 3.00E-05 29574.0402 0 3.00E-05 267.4020101 53214 0.8869
0.999980001 2.00E-05 44026.03015 0 2.00E-05 398.5678392 79316 1.321933333
0.99999 1.00E-05 86928.57789 0 1.00E-05 784.4974874 156123 2.60205
0.999991 9.00E-06 95923.66332 0 9.00E-06 862.7839196 171726 2.8621
0.999992 8.00E-06 108434.5879 0 8.00E-06 978.5226131 194734 3.245566667
0.999993 7.00E-06 122967.2513 0 7.00E-06 1104.537688 219803 3.663383333
0.999994 6.00E-06 143758.402 0 6.00E-06 1294.979899 257702 4.295033333
0.999995 5.00E-06 172731.7035 0 5.00E-06 1555.582915 309563 5.159383333
0.999996 4.00E-06 212309.3467 0 4.00E-06 1877.20603 373581 6.22635
0.999997 3.00E-06 281936.5678 0 3.00E-06 2482.226131 493965 8.23275
0.999998 2.00E-06 415332.0553 0 2.00E-06 3678.79397 732097 12.20161667
0.999999 1.00E-06 831565.397 0 1.00E-06 7389.291457 1470470 24.50783333
0.9999991 9.00E-07 911645.2513 0 9.00E-07 8070.718593 1606073 26.76788333
0.9999992 8.00E-07 1021387.156 0 8.00E-07 8910.291457 1773149 29.55248333
0.9999993 7.00E-07 1169445.412 0 7.00E-07 10307.53266 2051200 34.18666667
0.9999994 6.00E-07 1368682.191 0 6.00E-07 11827.62312 2353698 39.2283
dr-2-50-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.614773953 0.384835021 1.738693467 0 0.5 0.472361809 94 0.001566667
0.659168502 0.334273657 2.120603015 0 0.4 0.236180905 47 0.000783333
0.744067388 0.255569156 3.015075377 0 0.3 0.16080402 47 0.000783333
0.827995741 0.171486341 4.738693467 0 0.2 0.155778894 31 0.000516667
0.907730062 0.091554342 8.964824121 0 0.1 0.155778894 47 0.000783333
0.990080726 0.009913613 80.49748744 0 0.01 1.095477387 218 0.003633333
0.999000813 9.99E-04 776.4020101 0 0.001 9.633165829 1917 0.03195
0.99990001 1.00E-04 7511.065327 0 1.00E-04 81.00502513 16120 0.268666667
0.999910009 9.00E-05 8328.316583 0 9.00E-05 85.90954774 17096 0.284933333
0.999920008 8.00E-05 9367.864322 0 8.00E-05 97.07537688 19318 0.321966667
0.999930006 7.00E-05 10633.75377 0 7.00E-05 110.3567839 21992 0.366533333
0.999940005 6.00E-05 12440.8392 0 6.00E-05 128.7889447 25629 0.42715
0.999950003 5.00E-05 14763.32161 0 5.00E-05 152.4824121 30344 0.505733333
0.999960002 4.00E-05 18520.50754 0 4.00E-05 191.3819095 38085 0.63475
0.999970001 3.00E-05 24642.61809 0 3.00E-05 255.0351759 50752 0.845866667
0.999980001 2.00E-05 36379.1407 0 2.00E-05 378.6281407 75347 1.255783333
0.99999 1.00E-05 73045.69849 0 1.00E-05 754.5527638 150204 2.5034
0.999991 9.00E-06 80585.69849 0 9.00E-06 835.361809 166237 2.770616667
0.999992 8.00E-06 90617.94975 0 8.00E-06 935.0452261 186074 3.101233333
0.999993 7.00E-06 103380.0452 0 7.00E-06 1068.241206 212580 3.543
0.999994 6.00E-06 119176.9146 0 6.00E-06 1235.879397 245940 4.099
0.999995 5.00E-06 143243.6683 0 5.00E-06 1498.603015 298223 4.970383333
0.999996 4.00E-06 178700.608 0 4.00E-06 1849.743719 368099 6.134983333
0.999997 3.00E-06 237373.5226 0 3.00E-06 2449.542714 487459 8.124316667
0.999998 2.00E-06 352596.7487 0 2.00E-06 3665.658291 729467 12.15778333
0.999999 1.00E-06 701389.1256 0 1.00E-06 7496.442211 1491792 24.8632
0.9999991 9.00E-07 774613.8894 0 9.00E-07 8267.733668 1645295 27.42158333
0.9999992 8.00E-07 867887.9045 0 8.00E-07 9209.331658 1832673 30.54455
0.9999993 7.00E-07 986803.4221 0 7.00E-07 9744.894472 1939234 32.32056667
0.9999994 6.00E-07 1155887.794 0 6.00E-07 12770.22111 2541275 42.35458333
dr-2-60-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.631136774 0.363782446 1.718592965 0 0.5 0.512562814 102 0.0017
0.674942612 0.319344436 2.005025126 0 0.4 0.236180905 47 0.000783333
0.767005926 0.230197463 2.91959799 0 0.3 0.120603015 31 0.000516667
0.827799853 0.171052346 4.005025126 0 0.2 0.155778894 31 0.000516667
0.909054516 0.09038416 7.633165829 0 0.1 0.35678392 71 0.001183333
0.990094522 0.009905971 67.28140704 0 0.01 1.055276382 218 0.003633333
0.999000946 9.99E-04 653.2060302 0 0.001 10.29648241 2056 0.034266667
0.999900011 1.00E-04 6371 0 1.00E-04 82.81909548 16483 0.274716667
0.99991001 9.00E-05 7060 0 9.00E-05 88.01507538 17519 0.291983333
0.999920008 8.00E-05 7943.834171 0 8.00E-05 98.73366834 19652 0.327533333
0.999930006 7.00E-05 9039.592965 0 7.00E-05 110.7386935 22044 0.3674
0.999940005 6.00E-05 10557.83417 0 6.00E-05 129.7437186 25826 0.430433333
0.999950003 5.00E-05 12678.25126 0 5.00E-05 166.5979899 33164 0.552733333
0.999960003 4.00E-05 15765.40704 0 4.00E-05 205.0251256 40803 0.68005
0.999970002 3.00E-05 20939.73367 0 3.00E-05 255.9648241 50946 0.8491
0.999980001 2.00E-05 31224.47236 0 2.00E-05 381.8542714 75996 1.2666
0.99999 1.00E-05 61961.15075 0 1.00E-05 754.6834171 150186 2.5031
0.999991 9.00E-06 68689.74874 0 9.00E-06 840.9497487 167357 2.789283333
0.999992 8.00E-06 77779.01508 0 8.00E-06 947.5427136 188564 3.142733333
0.999993 7.00E-06 88265.31658 0 7.00E-06 1107.351759 220371 3.67285
0.999994 6.00E-06 102559.2764 0 6.00E-06 1247.864322 248331 4.13885
0.999995 5.00E-06 123727.4925 0 5.00E-06 1506.79397 299860 4.997666667
0.999996 4.00E-06 153476.9799 0 4.00E-06 1873.788945 372891 6.21485
0.999997 3.00E-06 204268.9045 0 3.00E-06 2485.788945 494680 8.244666667
0.999998 2.00E-06 302833.4322 0 2.00E-06 3686.778894 733673 12.22788333
0.999999 1.00E-06 603530.2965 0 1.00E-06 7362.487437 1465139 24.41898333
0.9999991 9.00E-07 667621.8693 0 9.00E-07 8347.889447 1661231 27.68718333
0.9999992 8.00E-07 751426.9698 0 8.00E-07 9407.713568 1872136 31.20226667
0.9999993 7.00E-07 851671.6985 0 7.00E-07 11288.1608 2246350 37.43916667
0.9999994 6.00E-07 998721 0 6.00E-07 13226.32161 2632059 43.86765
dr-2-70-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.665674838 0.325857785 1.814070352 0 0.5 0.618090452 139 0.002316667
0.700099791 0.291200657 2 0 0.4 0.155778894 47 0.000783333
0.76831232 0.229225231 2.623115578 0 0.3 0.236180905 47 0.000783333
0.83896855 0.160345133 3.733668342 0 0.2 0.231155779 46 0.000766667
0.910239981 0.089278551 6.628140704 0 0.1 0.391959799 94 0.001566667
0.990104567 0.009889393 57.73869347 0 0.01 1.100502513 219 0.00365
0.999001193 9.99E-04 561.9396985 0 0.001 10.04020101 1999 0.033316667
0.999900012 1.00E-04 5530.180905 0 1.00E-04 83.92462312 16703 0.278383333
0.999910011 9.00E-05 6135.407035 0 9.00E-05 89.92462312 17895 0.29825
0.999920009 8.00E-05 6883.467337 0 8.00E-05 103.6683417 20634 0.3439
0.999930007 7.00E-05 7873.356784 0 7.00E-05 120.321608 23961 0.39935
0.999940005 6.00E-05 9201.763819 0 6.00E-05 137.0452261 27288 0.4548
0.999950004 5.00E-05 10992.22111 0 5.00E-05 163.241206 32492 0.541533333
0.999960003 4.00E-05 13694.07538 0 4.00E-05 206.7889447 41183 0.686383333
0.999970002 3.00E-05 18287.30653 0 3.00E-05 272.040201 54138 0.9023
0.999980001 2.00E-05 27268.90452 0 2.00E-05 404.2914573 80455 1.340916667
0.99999 1.00E-05 54198.11055 0 1.00E-05 805.4522613 160301 2.671683333
0.999991 9.00E-06 60014.48744 0 9.00E-06 892.6281407 177649 2.960816667
0.999992 8.00E-06 67500.60804 0 8.00E-06 991.7537688 197362 3.289366667
0.999993 7.00E-06 77277.06533 0 7.00E-06 211.4522613 42143 0.702383333
0.999994 6.00E-06 89579.77387 0 6.00E-06 1300.628141 258844 4.314066667
0.999995 5.00E-06 107551.593 0 5.00E-06 1576.959799 313833 5.23055
0.999996 4.00E-06 133974.0955 0 4.00E-06 1982.964824 394610 6.576833333
0.999997 3.00E-06 178406.0553 0 3.00E-06 2626.291457 522633 8.71055
0.999998 2.00E-06 266737.5829 0 2.00E-06 3936.738693 783413 13.05688333
0.999999 1.00E-06 529098.0653 0 1.00E-06 7805.919598 1553380 25.88966667
0.9999991 9.00E-07 590751.7186 0 9.00E-07 8665.748744 1724484 28.7414
0.9999992 8.00E-07 655925.9146 0 8.00E-07 8807.090452 1752628 29.21046667
0.9999993 7.00E-07 753909.005 0 7.00E-07 11276.54271 2244032 37.40053333
0.9999994 6.00E-07 876657.9698 0 6.00E-07 12929.06533 2572885 42.88141667
dr-2-80-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.683351057 0.313996533 1.778894472 0 0.5 0.628140704 125 0.002083333
0.728812506 0.264256275 1.994974874 0 0.4 0.236180905 47 0.000783333
0.749981029 0.246114513 2.201005025 0 0.3 0.236180905 47 0.000783333
0.822993945 0.175807739 3.050251256 0 0.2 0.236180905 47 0.000783333
0.913372695 0.086036533 5.964824121 0 0.1 0.236180905 47 0.000783333
0.990117692 0.009864831 50.54773869 0 0.01 1.190954774 237 0.00395
0.999001274 9.99E-04 493.3467337 0 0.001 9.708542714 1932 0.0322
0.999900014 1.00E-04 4861.125628 0 1.00E-04 81.28140704 16175 0.269583333
0.999910011 9.00E-05 5409.668342 0 9.00E-05 90.1959799 17965 0.299416667
0.999920009 8.00E-05 6071.246231 0 8.00E-05 100.1758794 19935 0.33225
0.999930007 7.00E-05 6941.884422 0 7.00E-05 114.120603 22725 0.37875
0.999940006 6.00E-05 8078.462312 0 6.00E-05 133.1658291 26500 0.441666667
0.999950004 5.00E-05 9711.648241 0 5.00E-05 159.4723618 31735 0.528916667
0.999960003 4.00E-05 12096.21106 0 4.00E-05 199.9045226 39796 0.663266667
0.999970002 3.00E-05 16101.75377 0 3.00E-05 264.9748744 52730 0.878833333
0.999980001 2.00E-05 24186.60302 0 2.00E-05 398.0603015 79214 1.320233333
0.99999 1.00E-05 47886.15075 0 1.00E-05 788.1407035 156841 2.614016667
0.999991 9.00E-06 53412.20603 0 9.00E-06 882.0653266 175531 2.925516667
0.999992 8.00E-06 59995.39698 0 8.00E-06 995.5628141 198133 3.302216667
0.999993 7.00E-06 68268.07538 0 7.00E-06 1134.311558 225728 3.762133333
0.999994 6.00E-06 79299.85427 0 6.00E-06 1320.21608 262723 4.378716667
0.999995 5.00E-06 95676.53769 0 5.00E-06 1587.59799 315964 5.266066667
0.999996 4.00E-06 118979.7487 0 4.00E-06 1962.452261 390529 6.508816667
0.999997 3.00E-06 158374.2714 0 3.00E-06 2589.321608 515290 8.588166667
0.999998 2.00E-06 236829.7588 0 2.00E-06 3834.668342 763100 12.71833333
0.999999 1.00E-06 470979.9246 0 1.00E-06 7602.487437 1512900 25.215
0.9999991 9.00E-07 522858.5427 0 9.00E-07 8460.030151 1683552 28.0592
0.9999992 8.00E-07 586436.3065 0 8.00E-07 9684.939698 1927308 32.1218
0.9999993 7.00E-07 669942.8492 0 7.00E-07 10958.30151 2180704 36.34506667
0.9999994 6.00E-07 778971.2864 0 6.00E-07 13135.06533 2613886 43.56476667
dr-2-90-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.688954387 0.309652234 1.708542714 0 0.5 1.030150754 213 0.00355
0.748534509 0.24625379 1.989949749 0 0.4 0.361809045 77 0.001283333
0.758196897 0.244654945 2.025125628 0 0.3 0.24120603 53 0.000883333
0.842548941 0.156767675 3 0 0.2 0.236180905 51 0.00085
0.908207641 0.091279738 5.005025126 0 0.1 0.974874372 195 0.00325
0.990136267 0.009850952 44.87437186 0 0.01 1.432160804 287 0.004783333
0.999001304 9.99E-04 440 0 0.001 10.83919598 2164 0.036066667
0.999900015 1.00E-04 4355.175879 0 1.00E-04 81.50753769 16225 0.270416667
0.999910013 9.00E-05 4825.829146 0 9.00E-05 86.12562814 17143 0.285716667
0.99992001 8.00E-05 5430.487437 0 8.00E-05 99.25125628 19754 0.329233333
0.999930008 7.00E-05 6211.447236 0 7.00E-05 111.5226131 22202 0.370033333
0.999940006 6.00E-05 7225.462312 0 6.00E-05 130.1959799 25917 0.43195
0.999950004 5.00E-05 8660.155779 0 5.00E-05 155.9899497 31046 0.517433333
0.999960003 4.00E-05 10825.84925 0 4.00E-05 195.0552764 38827 0.647116667
0.999970002 3.00E-05 14425.65327 0 3.00E-05 261.3366834 52010 0.866833333
0.999980001 2.00E-05 21581.26131 0 2.00E-05 393.241206 78260 1.304333333
0.99999 1.00E-05 42916.51256 0 1.00E-05 780.1356784 155258 2.587633333
0.999991 9.00E-06 47751.72362 0 9.00E-06 860.7336683 171291 2.85485
0.999992 8.00E-06 53682.57789 0 8.00E-06 972.638191 193566 3.2261
0.999993 7.00E-06 61312.26633 0 7.00E-06 1118.21608 222543 3.70905
0.999994 6.00E-06 71398.50754 0 6.00E-06 1295.361809 257786 4.296433333
0.999995 5.00E-06 85507.29146 0 5.00E-06 1545.065327 307470 5.1245
0.999996 4.00E-06 106947.6784 0 4.00E-06 1933.648241 384808 6.413466667
0.999997 3.00E-06 141807.7638 0 3.00E-06 2575.371859 512505 8.54175
0.999998 2.00E-06 213338.6884 0 2.00E-06 3880.422111 772208 12.87013333
0.999999 1.00E-06 421981.4975 0 1.00E-06 7635.130653 1519395 25.32325
0.9999991 9.00E-07 471659.5628 0 9.00E-07 8527.256281 1696931 28.28218333
0.9999992 8.00E-07 526269.7437 0 8.00E-07 9508.120603 1892125 31.53541667
0.9999993 7.00E-07 604053.0905 0 7.00E-07 10861.47236 2161438 36.02396667
0.9999994 6.00E-07 702302.4271 0 6.00E-07 13000.74874 2587153 43.11921667
dr-2-110-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.745540147 0.250764924 1.809045226 0 0.5 0.547738693 125 0.002083333
0.795997866 0.200707734 1.994974874 0 0.4 0.236180905 47 0.000783333
0.79586401 0.199460163 2 0 0.3 0.236180905 47 0.000783333
0.860916646 0.137892808 2.834170854 0 0.2 0.236180905 47 0.000783333
0.907698329 0.091524714 4.030150754 0 0.1 0.155778894 47 0.000783333
0.990189141 0.009806649 36.73869347 0 0.01 1.025125628 204 0.0034
0.999001605 9.98E-04 360.7386935 0 0.001 10.47738693 2085 0.03475
0.999900015 1.00E-04 3582.939698 0 1.00E-04 79.25125628 15771 0.26285
0.999910014 9.00E-05 3978.613065 0 9.00E-05 85.94974874 17104 0.285066667
0.999920011 8.00E-05 4479.954774 0 8.00E-05 96.90954774 19285 0.321416667
0.999930009 7.00E-05 5111.140704 0 7.00E-05 112.1356784 22346 0.372433333
0.999940007 6.00E-05 5959.160804 0 6.00E-05 130.6582915 26001 0.43335
0.999950005 5.00E-05 7144.271357 0 5.00E-05 155.0653266 30858 0.5143
0.999960003 4.00E-05 8933.150754 0 4.00E-05 194.241206 38685 0.64475
0.999970002 3.00E-05 11895.81407 0 3.00E-05 260.4070352 51821 0.863683333
0.999980001 2.00E-05 17823.75879 0 2.00E-05 389.6030151 77547 1.29245
0.99999 1.00E-05 35477.54774 0 1.00E-05 773.7738693 153997 2.566616667
0.999991 9.00E-06 39475.45729 0 9.00E-06 861.5477387 171448 2.857466667
0.999992 8.00E-06 44265.10553 0 8.00E-06 965.201005 192075 3.20125
0.999993 7.00E-06 50705.33166 0 7.00E-06 1114.341709 221757 3.69595
0.999994 6.00E-06 59045.38191 0 6.00E-06 1286.291457 255979 4.266316667
0.999995 5.00E-06 70886.68844 0 5.00E-06 1543.974874 307254 5.1209
0.999996 4.00E-06 88443.42211 0 4.00E-06 1923.567839 382797 6.37995
0.999997 3.00E-06 117724.2111 0 3.00E-06 2549.713568 507396 8.4566
0.999998 2.00E-06 176329.407 0 2.00E-06 3820.407035 760265 12.67108333
0.999999 1.00E-06 351429.4573 0 1.00E-06 7609.984925 1514391 25.23985
0.9999991 9.00E-07 390145.0704 0 9.00E-07 8488.371859 1689189 28.15315
0.9999992 8.00E-07 440327.0101 0 8.00E-07 9618.417085 1914072 31.9012
0.9999993 7.00E-07 500892.9347 0 7.00E-07 10920.35678 2173184 36.21973333
0.9999994 6.00E-07 584053.1859 0 6.00E-07 12639.0201 2515165 41.91941667
dr-2-150-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.769943362 0.226503356 1.683417085 0 0.5 0.783919598 156 0.0026
0.862685795 0.137011801 1.979899497 0 0.4 0.27638191 55 0.000916667
0.866341986 0.132276577 2 0 0.3 0.236180905 47 0.000783333
0.867246892 0.132630103 2 0 0.2 0.236180905 47 0.000783333
0.914613948 0.085091256 3 0 0.1 0.316582915 78 0.0013
0.990174244 0.009819927 26.44221106 0 0.01 1.336683417 269 0.004483333
0.999001982 9.98E-04 264.6834171 0 0.001 10.1959799 2031 0.03385
0.999900022 1.00E-04 2644.874372 0 1.00E-04 84.34170854 16792 0.279866667
0.999910017 9.00E-05 2936.130653 0 9.00E-05 93.63819095 18650 0.310833333
0.999920014 8.00E-05 3300.582915 0 8.00E-05 104.4321608 20782 0.346366667
0.999930011 7.00E-05 3775.060302 0 7.00E-05 120.4874372 23979 0.39965
0.999940007 6.00E-05 4403.085427 0 6.00E-05 139.5477387 27778 0.462966667
0.999950006 5.00E-05 5282.155779 0 5.00E-05 175.7638191 35095 0.584916667
0.999960004 4.00E-05 6596.422111 0 4.00E-05 212.3919598 42266 0.704433333
0.999970003 3.00E-05 8794.542714 0 3.00E-05 284.0603015 56530 0.942166667
0.999980001 2.00E-05 13183.1407 0 2.00E-05 423.9899497 84374 1.406233333
0.99999 1.00E-05 26302.79397 0 1.00E-05 838.0452261 166794 2.7799
0.999991 9.00E-06 29238.13568 0 9.00E-06 934.1407035 185894 3.098233333
0.999992 8.00E-06 32886.25126 0 8.00E-06 1052.60804 209478 3.4913
0.999993 7.00E-06 37580.07035 0 7.00E-06 1183.38191 235496 3.924933333
0.999994 6.00E-06 43867.28141 0 6.00E-06 1393.502513 277312 4.621866667
0.999995 5.00E-06 52603.49246 0 5.00E-06 1652.939698 328941 5.48235
0.999996 4.00E-06 65723.92965 0 4.00E-06 2057.341709 409421 6.823683333
0.999997 3.00E-06 87486.28141 0 3.00E-06 2671.075377 531583 8.859716667
0.999998 2.00E-06 131176.7789 0 2.00E-06 4061.020101 808143 13.46905
0.999999 1.00E-06 261927.1508 0 1.00E-06 8146.417085 1621137 27.01895
0.9999991 9.00E-07 290337.3015 0 9.00E-07 8943.246231 1779707 29.66178333
0.9999992 8.00E-07 326726.1759 0 8.00E-07 9893.984925 1968903 32.81505
0.9999993 7.00E-07 373478.995 0 7.00E-07 11311.70854 2251030 37.51716667
0.9999994 6.00E-07 435552.7387 0 6.00E-07 13200.0804 2626834 43.78056667
dr-2-200-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.835398903 0.162377868 1.743718593 0 0.5 0.783919598 156 0.0026
0.919052856 0.081772431 1.974874372 0 0.4 0.236180905 47 0.000783333
0.925554537 0.076308953 2 0 0.3 0.391959799 78 0.0013
0.924247001 0.076932074 2 0 0.2 0.155778894 47 0.000783333
0.925498915 0.07704602 2 0 0.1 0.472361809 94 0.001566667
0.990214586 0.009802367 19.08040201 0 0.01 1.175879397 234 0.0039
0.99900319 9.97E-04 198.0653266 0 0.001 10.53266332 2112 0.0352
0.999900033 1.00E-04 1989.115578 0 1.00E-04 78.72361809 15666 0.2611
0.999910026 9.00E-05 2209.427136 0 9.00E-05 91.18090452 18176 0.302933333
0.99992002 8.00E-05 2484.41206 0 8.00E-05 98.84422111 19670 0.327833333
0.999930016 7.00E-05 2841.909548 0 7.00E-05 115.5527638 22997 0.383283333
0.999940013 6.00E-05 3313.331658 0 6.00E-05 141.3919598 28141 0.469016667
0.999950009 5.00E-05 3975.834171 0 5.00E-05 166.8693467 33225 0.55375
0.999960006 4.00E-05 4966.055276 0 4.00E-05 198.1356784 39434 0.657233333
0.999970003 3.00E-05 6626.050251 0 3.00E-05 260.8894472 51921 0.86535
0.999980001 2.00E-05 9935.030151 0 2.00E-05 388.0904523 77234 1.287233333
0.99999 1.00E-05 19841.41206 0 1.00E-05 772.1306533 153663 2.56105
0.999991 9.00E-06 22056.37688 0 9.00E-06 880.3115578 175195 2.919916667
0.999992 8.00E-06 24815.21608 0 8.00E-06 980.5326633 195135 3.25225
0.999993 7.00E-06 28347.15075 0 7.00E-06 1122.914573 223468 3.724466667
0.999994 6.00E-06 33074.28643 0 6.00E-06 1307.326633 260166 4.3361
0.999995 5.00E-06 39643.73869 0 5.00E-06 1566.80402 311800 5.196666667
0.999996 4.00E-06 49575.93467 0 4.00E-06 2002.085427 398418 6.6403
0.999997 3.00E-06 66055.46734 0 3.00E-06 2661.623116 529663 8.827716667
0.999998 2.00E-06 99008.70854 0 2.00E-06 3943.427136 784742 13.07903333
0.999999 1.00E-06 197768.0804 0 1.00E-06 7731.211055 1538511 25.64185
0.9999991 9.00E-07 219881.1608 0 9.00E-07 8554.155779 1702293 28.37155
0.9999992 8.00E-07 247285.6382 0 8.00E-07 9620.859296 1914555 31.90925
0.9999993 7.00E-07 282224.809 0 7.00E-07 11112.78894 2211463 36.85771667
0.9999994 6.00E-07 329316.8241 0 6.00E-07 12989.68342 2584949 43.08248333
dr-2-300-2
f2[0] f2[1] 迭代次数n 平均准确率p-ave δ 耗时ms/次 耗时ms/199次 耗时 min/199
0.891125258 0.106314094 1.773869347 0 0.5 1.020100503 203 0.003383333
0.970555207 0.031142431 1.979899497 0 0.4 0.396984925 95 0.001583333
0.977665034 0.026190959 2 0 0.3 0.407035176 82 0.001366667
0.976126276 0.025516577 2 0 0.2 0.391959799 78 0.0013
0.977715509 0.025905693 2 0 0.1 0.472361809 94 0.001566667
0.991177758 0.009085383 10.34673367 0 0.01 1.246231156 248 0.004133333
0.999016377 9.90E-04 129.4321608 0 0.001 12.06030151 2400 0.04
0.999900156 9.99E-05 1325.673367 0 1.00E-04 81.55276382 16268 0.271133333
0.999910129 8.99E-05 1473.437186 0 9.00E-05 88.53768844 17635 0.293916667
0.999920101 7.99E-05 1657.773869 0 8.00E-05 100.0753769 19916 0.331933333
0.99993007 7.00E-05 1894.80402 0 7.00E-05 114.5778894 22801 0.380016667
0.999940054 6.00E-05 2211.79397 0 6.00E-05 132.9849246 26479 0.441316667
0.999950041 5.00E-05 2654.768844 0 5.00E-05 159.6432161 31785 0.52975
0.999960029 4.00E-05 3320.246231 0 4.00E-05 200.4924623 39916 0.665266667
0.999970014 3.00E-05 4425.226131 0 3.00E-05 270.0251256 53735 0.895583333
0.999980006 2.00E-05 6640.577889 0 2.00E-05 402.8241206 80179 1.336316667
0.999990002 1.00E-05 13283.23618 0 1.00E-05 814.7437186 162134 2.702233333
0.999991001 9.00E-06 14757.34673 0 9.00E-06 909.2110553 180933 3.01555
0.999992001 8.00E-06 16604.57286 0 8.00E-06 1009.005025 200793 3.34655
0.999993001 7.00E-06 18981.90452 0 7.00E-06 1150.849246 229019 3.816983333
0.999994 6.00E-06 22142.50754 0 6.00E-06 1339.623116 266585 4.443083333
0.999995 5.00E-06 26551.18593 0 5.00E-06 1550.341709 308518 5.141966667
0.999996 4.00E-06 33178.32161 0 4.00E-06 2004.869347 398969 6.649483333
0.999997 3.00E-06 44252.82412 0 3.00E-06 2687.678392 534880 8.914666667
0.999998 2.00E-06 66355.79899 0 2.00E-06 4108.623116 817618 13.62696667
0.999999 1.00E-06 132586.6683 0 1.00E-06 7756.150754 1543496 25.72493333
0.9999991 9.00E-07 147368.9799 0 9.00E-07 9275.854271 1845910 30.76516667
0.9999992 8.00E-07 165798.4523 0 8.00E-07 9786.442211 1947502 32.45836667
0.9999993 7.00E-07 189424.6332 0 7.00E-07 11266.74372 2242082 37.36803333
0.9999994 6.00E-07 220868.7588 0 6.00E-07 13048.1206 2596608 43.2768
本文原始数据比较多有感兴趣的朋友可以到我的资源里下载
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