一种基于复杂网络的适应性模型，包含不同能量分布对度分布、不同删除概率影响、鲁棒性与脆弱性、平均路径 聚类系数、容错性
资源文件列表
╩╩╙ª╢╚─ú╨═/111.fig , 5019
╩╩╙ª╢╚─ú╨═/differentY.m , 762
╩╩╙ª╢╚─ú╨═/eaem.m , 1685
╩╩╙ª╢╚─ú╨═/fit_2.asv , 2965
╩╩╙ª╢╚─ú╨═/fit_2.fig , 7619
╩╩╙ª╢╚─ú╨═/fit_2.m , 2959
╩╩╙ª╢╚─ú╨═/pd.m , 1275
╩╩╙ª╢╚─ú╨═/▓╗═¼╔╛│²╕┼┬╩╙░╧∞/Untitled2.asv , 8855
╩╩╙ª╢╚─ú╨═/▓╗═¼╔╛│²╕┼┬╩╙░╧∞/Untitled2.m , 8841
╩╩╙ª╢╚─ú╨═/▓╗═¼─▄┴┐╖╓▓╝╢╘╢╚╖╓▓╝/differentY.m , 762
╩╩╙ª╢╚─ú╨═/▓╗═¼─▄┴┐╖╓▓╝╢╘╢╚╖╓▓╝/fit_2.asv , 8493
╩╩╙ª╢╚─ú╨═/▓╗═¼─▄┴┐╖╓▓╝╢╘╢╚╖╓▓╝/fit_2.m , 8533
╩╩╙ª╢╚─ú╨═/▓╗═¼─▄┴┐╖╓▓╝╢╘╢╚╖╓▓╝/pd.m , 1275
╩╩╙ª╢╚─ú╨═/▓╗═¼─▄┴┐╖╓▓╝╢╘╢╚╖╓▓╝/▓╗═¼─▄┴┐╖╓▓╝╡─╢╚3.fig , 16544
╩╩╙ª╢╚─ú╨═/╝╙╚δ╜┌╡π─▄┴┐.fig , 11440
╩╩╙ª╢╚─ú╨═/╚▌┤φ╨╘/Aver_Path_Lengthc.m , 921
╩╩╙ª╢╚─ú╨═/╚▌┤φ╨╘/eaem.asv , 1916
╩╩╙ª╢╚─ú╨═/╚▌┤φ╨╘/eaem.m , 1687
╩╩╙ª╢╚─ú╨═/╚▌┤φ╨╘/fit_3ke.asv , 7053
╩╩╙ª╢╚─ú╨═/╚▌┤φ╨╘/fit_3ke.m , 7038
╩╩╙ª╢╚─ú╨═/╚▌┤φ╨╘/╞╜╛∙┬╖╛╢│ñ╢╚.fig , 8301
╩╩╙ª╢╚─ú╨═/╚▌┤φ╨╘/╫ε┤≤┴¼═¿╫╙═╝.fig , 8280
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/Aver_Path_Length.asv , 915
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/Aver_Path_Length.m , 926
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/BA_net.m , 1728
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/Clustering_Coefficient.m , 923
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/eceshi.m , 3401
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/eceshi2.asv , 192
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/eceshi2.m , 235
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/fit_2 (2).asv , 8573
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/fit_2 (2).m , 8573
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/fit_2.asv , 10420
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/fit_2nengxiao.asv , 10067
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/fit_2nengxiao.m , 10067
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/gaijinBA_net.m , 3023
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/juleixishu.m , 10390
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/knn.asv , 10026
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/knn.m , 10060
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/pingjunlujing.m , 10429
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/wangluonengxiao.asv , 927
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/wangluonengxiao.m , 924
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/╞╜╛∙┬╖╛╢│ñ╢╚.fig , 9133
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/╜ß╣√1.fig , 10498
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/╜ß╣√2.fig , 16611
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/═°┬τ─▄╨º.fig , 9117
╩╩╙ª╢╚─ú╨═/╞╜╛∙┬╖╛╢ ╛█└α╧╡╩²/╛█└α╧╡╩².fig , 9138
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/200╡π.fig , 4090
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/201.fig , 3962
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/24ba.fig , 8127
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/24ba2.fig , 8596
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/3─ú╨═╞╜╛∙┬╖╛╢│ñ╢╚2.fig , 9006
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/3─ú╨═╫ε┤≤┴¼═¿╫╙═╝2.fig , 8931
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/Aver_Path_Lengthc.m , 921
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/BA_net.asv , 1211
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/BA_net.m , 1195
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/fit_2.asv , 3487
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/fit_2ek.asv , 6115
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/fit_2ek.m , 6090
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/fit_2ekvsba.asv , 7370
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/fit_2ekvsba.m , 7242
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/fit_3ke.asv , 10501
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/fit_3ke.m , 10467
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/fit_4.asv , 10499
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/fit_4.m , 10431
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/gaijinBA_net.m , 2078
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/hs_err_pid11884.log , 20194
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/suijiguzhang.asv , 1831
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/xuyigongji.asv , 1895
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/xuyigongji.m , 2023
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/xuyigongji1.m , 2019
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/╚²╕÷─ú╨═╞╜╛∙┬╖╛╢│ñ╢╚.fig , 10520
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/╚²╕÷─ú╨═╫ε┤≤┴¼═¿╫╙═╝.fig , 10391
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/▓╗═¼zeite╓╡╡─╢╚╖╓▓╝.fig , 14270
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/╙δba▒╚╜╧╢╚╖╓▓╝3.fig , 8757
╩╩╙ª╢╚─ú╨═/┬│░⌠╨╘╙δ┤α╚⌡╨╘/╢╚╖╓▓╝.fig , 8391