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ID:33339821
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页数:4页
时间:2019-02-24
《2004年中国星级饭店综合实力评价分析步骤》由会员上传分享,免费在线阅读,更多相关内容在应用文档-天天文库。
1、2004年中国星级饭店综合实力评价分析步骤1、因子分析的可行性KMO为0.721>0.6,Bartlett球形检验结果为947.12>105,拒绝0假设,适合因子分析KMOandBartlett'sTestKaiser-Meyer-OlkinMeasureofSamplingAdequacy..697Bartlett'sTestofSphericityApprox.Chi-Square927.029df105Sig..0002、因子的提取根据特征值大于1,累计贡献率大于80%,提出前三因子TotalVarianceExplainedComponentInitialEigen
2、valuesExtractionSumsofSquaredLoadingsRotationSumsofSquaredLoadingsTotal%ofVarianceCumulative%Total%ofVarianceCumulative%Total%ofVarianceCumulative%19.64764.31464.3149.64764.31464.3147.50350.02050.02022.55617.03981.3532.55617.03981.3534.59230.61280.63231.1067.37388.7261.1067.37388.7261.2148
3、.09488.7264.6604.40093.1265.4883.25396.3796.2021.34397.7227.143.95698.6788.080.53599.2139.042.27899.49110.035.23299.72211.027.18099.90212.007.04699.94813.004.02899.97614.003.02299.99815.000.002100.000ExtractionMethod:PrincipalComponentAnalysis.3、因子命名根据因子旋转矩阵,可以看出在第一个因子上,饭店数、载荷基本上RotatedCom
4、ponentMatrix(a)Component123Zscore(·¹µêÊý).940-.087.017Zscore(·¿¼äÊý).966.199.014Zscore(´²Î»Êý).955.113.088Zscore(¿Í·¿³ö×â).253.363.698Zscore(ÓªÒµÊÕÈë).903.334.048Zscore(Ӫҵ˰½ð).912.319.021Zscore(¹Ì¶¨×ʲú).848.481-.124Zscore(È«Ô±ÀÍÂÊ).674.625.151Zscore(È˾ùÔÖµ).298.718-.377Zscore(°ÙÔª´´ÊÕ
5、).620-.022.679Zscore(ÀûÈó).201.939.031Zscore(ÀûÈóÂÊ).354.791.242Zscore(È˾ùÀûË°).451.861.087Zscore(È˾ùÀûÈó).314.887.084Zscore(´ÓÒµÈËÔ±).974.117.017ExtractionMethod:PrincipalComponentAnalysis.RotationMethod:QuartimaxwithKaiserNormalization.aRotationconvergedin3iterations.4、因子得分的计算根据因子得分系数矩
6、阵,ComponentScoreCoefficientMatrixComponent123Zscore(·¹µêÊý).196-.149-.070Zscore(·¿¼äÊý).165-.064-.080Zscore(´²Î»Êý).167-.090-.012Zscore(¿Í·¿³ö×â)-.061.069.594Zscore(ÓªÒµÊÕÈë).132-.014-.046Zscore(Ӫҵ˰½ð).138-.020-.071Zscore(¹Ì¶¨×ʲú).117.041-.197Zscore(È«Ô±ÀÍÂÊ).039.104.063Zscore(È˾ùÔÖµ)
7、.001.189-.375Zscore(°ÙÔª´´ÊÕ).063-.097.548Zscore(ÀûÈó)-.084.263-.005Zscore(ÀûÈóÂÊ)-.054.195.171Zscore(È˾ùÀûË°)-.030.206.023Zscore(È˾ùÀûÈó)-.060.232.032Zscore(´ÓÒµÈËÔ±).176-.090-.076ExtractionMethod:PrincipalComponentAnalysis.RotationMethod:QuartimaxwithKaise
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