《模糊数学方法及其应用第二章课后习题答案模糊聚》由会员分享，可在线阅读，更多相关《模糊数学方法及其应用第二章课后习题答案模糊聚（3页珍藏版）》请在金锄头文库上搜索。
1、模糊数学方法及其应用第二章课后习题答案模糊聚P92页,27题-模糊聚类分析解：由题可知原始矩阵为：1. 80000. 95000.15002. 10000. 99000.21003. 20001. 01000.1S002. 20001. 03000.17002. 500Q0. 3800Q.16002. 80001. 02000.20001. 90001. 20000.09002. 00001. 3000Q.1100依照题意，原始矩阵不做变换，用绝对值指数法求模糊相似矩阵， 在MATLAB中运行F JIR函数得模糊相似矩阵：L.OOQO0.67030.22540. 60660.47710. 32
2、630. 66370.66430.67031.00000. 31660. 83530.63130. 47710. 58860.60050. 22540.31661.00000. 35700.47240. 55050l 20600.21010.60050.83530.36701. 0000fl.63770.52730. 5769C.588S0.47710.63130.47240. 69771.00000. 58390.41070.41900.32630.47710.E5050. 52730.68331.00000l 30420.31040. 66370.588fi0. 20fi00. 67690
3、.41070. 30421.0000fl.80250.55430.60050.21010. 58S60.41900.31040. 80251. 0000然后用Max_Min函数求传递闭包得到:t(R)=Ro R=R2=LOOM0. 67030. 47240. 67030.63130.52730.66370. 66370. 67031. 00000.47710. 83530.69770.63130.66370. 60050.47240. 47711. 00000. 52730.65050.fi5050.41070.41900. 67030. 83530.52731.00000.6977O.fi8
4、390.60fi50. 60050.63130. 69770.65050. 69771.0000O.fi8390.58360. 60050. 52730. 63130.65050. 6S390.68391.00000.52730. 52730.66370. 66370.41070. 60650.58860.52731.00000. 80250.66370. 60050.41900. 60050.60050.52730.S0251. 0000R2。R2=R4=1.00000.67030.63130.67030.67030.67030.66370. 66370.67031.00000.65050.
5、83530.69770.68390.66370. 66370.63130.65051.00000. 65050.65050.65050.5BS60. 60050.67030.83530.65051.00000.69770.68390.66370. 66370.67030.69770.66060.69771.00000.68390.66370.63130. 67030. 68390.65050. 68390.6S391.00000.63130. 60050.66370.66370.58860.66370. 66370.63131.00000. 80250.66370.66370.60050. 6
6、6370.6313(1.60050.80251.00(10R4。R4=R8=1. 00000.67030. 65050. 67030. 67030. 67030.66370. 66370. 67031.00000. 65050.83530lG9770.68390.66370. 66370. 65050.65051. 00000.65050. 65050. 65050.65050.65050. 67030.83530. 65051. 00000. 69770.68390. 66370.66370. 67030.69770. 65050.69771. 00000. 68390. 66370. 66
7、370. 67030.68390. 65050. 68390. 6S391.00000. 66370. 66370. S6370.66370. 6505O.6S370. S6370. 66371.00000. 80250. 66370.66370. 65050.66370. 66370. 66370. 30251. 0000R8。R8=R8=1.00000.67030.65050. 67030. 67030. 67030.66370.66370.67031.00000.65050. 83530. 69770. 63390.66370.66370.65060.66061.00000. 65050
8、. 65050. 65050.65050.65060.67030.83630.65051.00000. 69770. 68390.66370. 66370.67030.69770.65050. 69771. 00000. 68330.66370.66370.67030.63390.65050. 63390. 63391. 00000.66370.66370.66370.66370.65050. 66370. 66370. 66371.00000.80250.66370.66370.65050. 66370. 66370. 66370.80251.000C所以t(R)=R8,然后在MATLAB中运行F_JlDtjl函数求动态聚类图得到:
