首页 应用多元统计分析 朱建平 课后答案

应用多元统计分析 朱建平 课后答案

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应用多元统计分析 朱建平 课后答案2.1.12(,,)pXXXXp12(,,)pXXXXp2.212()XX12()XX12211222121/212221121122221221211()exp()()22fxxx2.312()XX121212222[()()()()2()()](,)()()dcxabaxcxaxcfxxbadc1axb2cxd11X2X21X2X31X2X11X2X2222112112112112111122222211211211211222111122111121121121121121121122112112112112...

应用多元统计分析  朱建平 课后答案
2.1.12(,,)pXXXXp12(,,)pXXXXp2.212()XX12()XX12211222121/212221121122221221211()exp()()22fxxx2.312()XX121212222[()()()()2()()](,)()()dcxabaxcxaxcfxxbadc1axb2cxd11X2X21X2X31X2X11X2X2222112112112112111122222211211211211222111122111121121121121121121122112112112112112112112112112112112112112112112112222222()exp()()2222222222()exp()()()exp()()112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112()exp()()()exp()()()exp()()22112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112112222221221221221222222222222222222222222222222222222222222222222221221222222221221221221222212212212212212212212212()exp()()()exp()()2222()exp()()22()exp()()()exp()()()exp()()112112112112112112()exp()()112112()exp()()()exp()()()exp()()()exp()()()exp()()()exp()()22()exp()()112112()exp()()()exp()()112112()exp()()21221211()exp()()22112112112112()exp()()()exp()()()exp()()2222()exp()()112112112112()exp()()112112112112112112()exp()()()exp()()22222222()exp()()22222122122122122122122122122122121211212[()()()()2()()]121121121dcxabaxcxaxcdcxabaxcxaxc2[()()()()2()()]2[()()()()2()()]2[()()()()2()()]1211211211212[()()()()2()()]2[()()()()2()()]2[()()()()2()()]2[()()()()2()()]121121121121cxdcxd112121222[()()()()2()()]()()()dxcdcxabaxcxaxcfxdxbadc12212222222()()2[()()2()()]()()()()ddccdcxaxbaxcxaxcdxbadcbadc121222202()()2[()2()]()()()()ddccdcxaxbatxatdtbadcbadc22121222202()()[()2()]1()()()()dcdcdcxaxbatxatbadcbadcba1X2ba212ba2X2121,()0xxcdfxdc2dc212dc21X2X12cov(,)xx12121212222[()()()()2()()]22()()dbcadcxabaxcxaxcabdcxxdxdxbadc()()36cdba1212cov(,)13xxxx31X2X1X2X121212(,)()()xxfxxfxfx2.412(,,)pXXXX22()()2200()()22()()22()()12[()()()()2()()]xd2[()()()()2()()]abdcabdcxdxdabdcabdcabdcabdcabdcabdcabdcxdxdxd12xdxdabdcabdcabdcabdcxd22()()22()()1222()()22()()12xdxd1212(,,)pXXXX1/21111(,...,)exp()()22ppfxxxx21222p22212p212122111p1(,...,)pfxx211/22222121221111exp()()221pppxx222123111222212()()()1111exp...2222pppppxxx2121()1exp()...()22piipiiixfxfx2.512pp1222212221222111111/21/22221222122211/21/2exp()()2221222111exp()()1ˆniinXX1ˆ()()niiinXXXX35650.0012.33ˆ17325.00152.50X201588000.0038900.0083722500.00-736800.0038900.0013.06716710.00-35.80ˆ83722500.0016710.0036573750.00-199875.00-736800.00-35.800-199875.0016695.1011pnn1XX,S1()nnnn11XIX1001nISPSS1.AnalyzeDescriptiveStatisticsDescriptivesDescriptivesVariables2.12.1Descriptives2.OptionsOptionsMean2.2Continue1()()1nnnnnn()()nn()()()()()()1()()()()DescriptiveStatisticsDescriptiveStatisticsVariablesVariables1010nnIInDescriptiveStatisticsDescriptivesDescriptivesVariablesVariables2.2Options3.OK2.135.333312.333317.16671.5250E22.1SPSS1.AnalyzeCorrelateBivariateBivariateCorrelationsVariables2.32.3BivariateCorrelations2.OptionsOptionsCross-productdeviationsandcovariances2.4ContinueAnalyze2.4Options3.OK2.2CovariancePearsonCorrelationSumofSquaresandCross-products2.62.7~(,)pNX12,,...,nXXXXX111()nnniiiiiEEnEnnXXX2211111()nnniiiiiDDnDnnnXXX~(,)pNX2.8111ˆ()()1niiinXXXX111niiinnXXXX11ˆ()()1niiiEEnnXXXX111niiiEnEnXXXX111(1)11ninnnnn21()niiiSX-X)(X-X1((niiiX-X)X-X)11()()2()()()nniiiiinX-X-X-X-X)(XX1()()2()()niiinnX-X-X)(XX)(X1()()()niiinX-X-X)(X11()()()()11niiiEEnnnSX-X-X)(X11()()()1niiiEnEnX-X-X)(X1nS2.9.(1)(2)()nX,X,...,X~(,)pNXS((((((((((((((((((((((1111()()2()()()nnnniiiiii()()2()()()()()2()()()()()2()()()iiii1111111111111111()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()iiiiiiiii()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()2()()()()()()()()ii()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()nn()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()******()***111ijnnnI12n12n=()=XXX(1,2,3,4,),iniX12()n11nniin11()()nniiEEnn()VarnZ1()()(1,2,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7956.2697.84.81-533.89-27.7415-24.18-1.160.7956.2697.84.81-533.89-27.745.12.StatisticsAgglomerationscheduleClusterMembershipRangeofsolution245.2ContinueAgglomerationscheduleProximitymatrixClusterMembershipRangeofsolution24243.PlotsDendrogramIcicleNone5.3Continue5.2Statistics5.3Plots4.MethodClusterMethodBetweengroupinkageMeasureSquaredEuclideandistanceContinueStatistics5.4Method5.5Save5.SaveNoneSinglesolutionRangeofsolutionsRangeofsolutions24234,5.5Continue6.OK:23415213385.15.6b)K1.SPSSAnalyzeClassifyKMeansClusterKX1X8VariablesMethodIterateclassifyKmeansClassifyonlyNumberofCluster233415155.55.5Continue22133153Centers5.7K2.IterateMaximumIterationsKmeans10ConvergenceCriterion0Continue5.8Iterate3.SaveClustermembershipqcl_1DistancefromclustercenterContinue5.9Save4.OptionsInitialclustercentersClusterinformationforeachcaseContinueMaximumIterationsConvergenceCriterion5.85.8IterateIterateClustermembershipClustermembershipqcl_1qcl_1DistancefromclustercenterDistancefromclustercenter5.10Options5.OKK:138:X1X2X3X4X5X6spss165.84MethodClustermethod1.Betweengroupinkage16234391112.WithingrouplinkageClustermethodClustermethodX45.85.83913.Nearestneighbor3914.Furthestneighbor39391115.Centroidcluster391116.Mediancluster391117.Wardmethod13911126710121314K5.891267101113141x2x3x4x5x6x7x8x9x5.85.81x2x3x4x5x6x7x8x9x31886331683052030671593200037.8253126441264334373235073467920593418.818648182515134131591184310008494169.512306104415752158312975152483319722.8126796601899111257350841552118213.51411625523268154466612146368155714.81496114232914527615110012108111140714.717560131018630210456999108924629412.513870831148257561645895187642317.71245111544658677083721263861899227421.02730560552754743853167901480513679415.42219011343266749823213491681515071711.82466714663254347904249381379713955510.9236911060106211171460344641362458.3139013592228121310968082506737611.8150538765359093126444130557023838.619024397142219205572844543121011.01391348323437226345810143547642913.5160277582470535506146663055312054814.51533590816674140231070978476637312.7135381048212781708311882166108062317.413730128615446887310609106316043410.01698770548220554042975128859275108925.128805372719183834751910989679329187569.63105321998176339070165893361708.3131714511644214553132843304129916.51481928471905076582903245016211876.512440189717914928972793287989078811.915274149411046103501851153184023115.81218134516215116015126123386034214.6142557091314089131141393926544615.91350512111445917136220955812120318.013489468706656052788203787610.1146291751178711013214621271213421.91349719322508171372188127544118026.11650942031886331683052030671593200037.8253126441264334373235073467920593418.8186481825:spss375.84MethodClustermethod1.Betweengroupinkage142219205572844543121011.01391348323437226345810143547642913.51602775823437226345810143547642913.5160277582470535506146663055312054814.5153359082470535506146663055312054814.51533590816674140231070978476637312.713538104816674140231070978476637312.7135381048212781708311882166108062317.4137301286212781708311882166108062317.413730128615446887310609106316043410.01698770515446887310609106316043410.01698770548220554042975128859275108925.128805372748220554042975128859275108925.128805372719183834751910989679329187569.631053219919183834751910989679329187569.63105321998176339070165893361708.3131714518176339070165893361708.3131714511644214553132843304129916.5148192841644214553132843304129916.514819284106211171460344641362458.3139013592228121310968082506737611.8150538762228121310968082506737611.8150538765359093126444130557023838.6190243975359093126444130557023838.619024397142219205572844543121011.013913483142219205572844543121011.01391348323437226345810143547642913.51602775823437226345810143547642913.5160277582470535506146663055312054814.5153359082470535506146663055312054814.51533590816674140231070978476637312.713538104816674140231070978476637312.7135381048212781708311882166108062317.4137301286212781708311882166108062317.413730128615446887310609106316043410.01698770515446887310609106316043410.01698770548220554042975128859275108925.128805372748220554042975128859275108925.128805372719183834751910989679329187569.631053219919183834751910989679329187569.63105321998176339070165893361708.3131714518176339070165893361708.3131714511644214553132843304129916.5148192841644214553132843304129916.51481928471905076582903245016211876.512440189771905076582903245016211876.512440189717914928972793287989078811.915274149417914928972793287989078811.915274149411046103501851153184023115.81218134511046103501851153184023115.81218134516215116015126123386034214.6142557091314089131141393926544615.91350512111314089131141393926544615.91350512111445917136220955812120318.0134894681445917136220955812120318.013489468706656052788203787610.114629175706656052788203787610.1146291751178711013214621271213421.9134971931178711013214621271213421.91349719332410162.Withingrouplinkage3242728()3.Nearestneighbor2244.Furthestneighbor324127101112
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