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📄 sim_result.txt

📁 博弈论自适应功率控制中的实现
💻 TXT
📖 第 1 页 / 共 3 页
字号:
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-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-20
-5.22923
-20
-20
-20
-5.23242
-20
-20
-20
-20
-6.02107
-5.63548
-20
-20
-5.96937
-20
-5.33968
-20
-5.87412
-6.74465
-20
-20
-20
-20
-20
-6.23049
-6.36712
-20
-20
-6.62542
-6.63193
-20
-6.55595
-20
-20
-6.5724
-6.3988
-6.67045
-7.14583
-6.90861
-6.2803
-6.21753
-6.53283
-6.45779
-20
-6.31353
-6.22263
-6.9545
-6.23326
-20
-20
-20
-6.13088
-6.75722
-6.30926
-6.21395
-6.07514
-5.85188
-5.72542
-5.5433
-5.39507
-5.24947
-5.10504
-4.96168
-4.82133
-4.68325
-4.54742
-4.41403
-4.28284
-4.154
-4.02732
-3.90286
-3.78057
-3.66042
-3.54238
-3.42643
-3.31253
-3.20066
-3.0908
-2.98291
-2.87696
-2.77294
-2.6708
-2.57052
-2.47208
-2.37545
-2.2806
-2.18749
-2.09612
-2.00644
-1.91843
-1.83206
-1.74732
-1.66416
-1.58257
-1.50252
-1.42399
-1.34694
-1.27135
-1.19524
-1.12066
-1.04758
-0.975983
-0.905829
-0.837093
-0.769745
-0.70376
-0.639108
-0.575765
-0.513703
-0.454468
-0.394861
-0.33646
-0.27924
-0.223179
-0.168252
-0.114436
-0.0617091
-0.0100486
0.0405673
0.0901599
0.13875
0.186359
0.233006
0.279367
0.324765
0.369219
0.412752
0.455384
0.497133
0.53802
0.578063
0.617281
0.655692
0.693314
0.729245
0.765358
0.800732
0.835383
0.869326
0.902578
0.935153
0.967066
0.998332
0.998244
0.998158
0.998074
0.997992
0.997912
0.997834
0.997757
0.997683
0.99761
0.997538
0.997468
0.9974
0.997333
0.997268
0.997205
0.997142
0.997081
0.997022
0.996964
0.996907
0.996852
0.996797
0.996744
0.996692
0.996642
0.996592
0.996544
0.996497
0.996451
0.996405
0.996361
0.996318
0.996276
0.996235
0.996195
0.996155
0.996117
0.996079
0.996043
0.996007
0.995972
0.995937
0.995904
0.995871
0.995839

-10.1
-10.2
-10.3
-10.4
-10.5
-10.6
-10.7
-10.8
-10.9
-11
-11.1
-11.2
-11.3
-11.4
-11.5
-11.6
-11.7
-11.8
-11.9
-12
-12.1
-12.2
-12.3
-12.4
-12.5
-12.6
-12.7
-12.8
-12.9
-13
-13.1
-13.2
-13.3
-13.4
-13.5
-13.6
-13.7
-13.8
-13.9
-14
-14.1
-14.2
-14.3
-14.4
-14.5
-14.6
-14.7
-14.8
-14.9
-15
-15.1
-15.2
-15.3
-15.4
-15.5
-15.6
-15.7
-15.8
-15.9
-16
-16.1
-16.2
-16.3
-16.4
-16.5
-16.6
-16.7
-16.8
-16.9
-17
-17.1
-17.2
-17.3
-17.4
-17.5
-17.6
-17.7
-17.8
-17.9
-18
-18.1
-18.2
-18.3
-18.4
-18.5
-18.6
-18.7
-18.8
-18.9
-19
-19.1
-19.2
-19.3
-19.4
-19.5
-19.6
-19.7
-19.8
-19.9
-20
-20.1
-20.2
-20.3
-20.4
-20.5
-20.6
-20.7
-20.8
-20.9
-21
-21.1
-21.2
-21.3
-21.4
-21.5
-21.6
-21.7
-21.8
-21.9
-22
-22.1
-22.2
-22.3
-22.4
-22.5
-22.6
-22.7
-22.8
-22.9
-23
-23.1
-23.2
-23.3
-23.4
-23.5
-23.6
-23.7
-23.8
-23.9
-24
-24.1
-24.2
-24.3
-24.4
-24.5
-24.6
-24.7
-24.8
-24.9
-25
-25.1
-25.2
-25.3
-25.4
-25.5
-25.6
-25.7
-25.8
-25.9
-26
-26.1
-26.2
-26.3
-26.4
-26.5
-26.6
-26.7
-26.8

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