输出.docx

输出.docx

《输出.docx》由会员分享，可在线阅读，更多相关《输出.docx（379页珍藏版）》请在冰点文库上搜索。

输出

NOMREGICG（BASE=LASTORDER=ASCENDING）BYFAINTCEOACSPBDBSIDEASCALEEP

/CRITERIACIN（95）DELTA（0）MXITER（100）MXSTEP（5）CHKSEP（20）LCONVERGE（0）PCONVERGE（0.000001）SINGULAR（0.00000001）

/MODEL

/STEPWISE=PIN（.05）POUT（0.1）MINEFFECT（0）RULE（SINGLE）ENTRYMETHOD（LR）REMOVALMETHOD（LR）

/INTERCEPT=INCLUDE

/PRINT=PARAMETERSUMMARYLRTCPSSTEPMFI.

名义回归

附注

创建的输出

17-四月-201314时53分12秒

注释

输入

活动的数据集

数据集0

过滤器

权重

拆分文件

工作数据文件中的N行

112

缺失值处理

缺失的定义

用户定义的缺失值被作为缺失值处理。

使用的案例

统计量基于模型中所有变量都具有有效数据的所有案例。

语法

NOMREGICG（BASE=LASTORDER=ASCENDING）BYFAINTCEOACSPBDBSIDEASCALEEP

/CRITERIACIN（95）DELTA（0）MXITER（100）MXSTEP（5）CHKSEP（20）LCONVERGE（0）PCONVERGE（0.000001）SINGULAR（0.00000001）

/MODEL

/STEPWISE=PIN（.05）POUT（0.1）MINEFFECT（0）RULE（SINGLE）ENTRYMETHOD（LR）REMOVALMETHOD（LR）

/INTERCEPT=INCLUDE

/PRINT=PARAMETERSUMMARYLRTCPSSTEPMFI.

资源

处理器时间

0:

04:

05.187

已用时间

0:

04:

29.047

[数据集0]

警告

Hessian矩阵中有意外的奇异性。

这表明应排除某些指示变量，或合并某些类别变量。

尽管有上述警告，PLUM过程将继续进行。

所显示的后续结果将基于最后一次迭代过程。

模型拟合的有效性不确定。

案例处理摘要

N

边际百分比

ICG

1.00

4

3.6%

2.00

12

10.7%

3.00

24

21.4%

7.00

1

.9%

8.00

12

10.7%

9.00

18

16.1%

10.00

10

8.9%

11.00

31

27.7%

FA

-.14

1

.9%

.00

1

.9%

.00

1

.9%

.03

1

.9%

.04

1

.9%

.04

1

.9%

.04

1

.9%

.08

1

.9%

.08

1

.9%

.09

1

.9%

.09

1

.9%

.09

1

.9%

.09

1

.9%

.10

1

.9%

.10

1

.9%

.10

1

.9%

.11

1

.9%

.11

1

.9%

.12

1

.9%

.12

1

.9%

.12

1

.9%

.12

1

.9%

.13

1

.9%

.13

1

.9%

.13

1

.9%

.13

1

.9%

.14

1

.9%

.14

1

.9%

.14

1

.9%

.14

1

.9%

.15

1

.9%

.15

1

.9%

.16

1

.9%

.17

1

.9%

.17

1

.9%

.17

1

.9%

.18

1

.9%

.18

1

.9%

.18

1

.9%

.18

1

.9%

.18

1

.9%

.19

1

.9%

.19

1

.9%

.19

1

.9%

.19

1

.9%

.19

1

.9%

.19

1

.9%

.19

1

.9%

.19

1

.9%

.20

1

.9%

.20

1

.9%

.20

1

.9%

.20

1

.9%

.21

1

.9%

.22

1

.9%

.22

1

.9%

.22

1

.9%

.22

1

.9%

.22

1

.9%

.22

1

.9%

.22

1

.9%

.23

1

.9%

.23

1

.9%

.24

1

.9%

.25

1

.9%

.25

1

.9%

.25

1

.9%

.26

1

.9%

.26

1

.9%

.26

1

.9%

.26

1

.9%

.26

1

.9%

.26

1

.9%

.26

1

.9%

.26

1

.9%

.26

1

.9%

.27

1

.9%

.27

1

.9%

.27

1

.9%

.27

1

.9%

.28

1

.9%

.28

1

.9%

.29

1

.9%

.30

1

.9%

.30

1

.9%

.30

1

.9%

.30

1

.9%

.31

1

.9%

.31

1

.9%

.31

1

.9%

.32

1

.9%

.32

1

.9%

.33

1

.9%

.34

1

.9%

.34

1

.9%

.34

1

.9%

.34

1

.9%

.35

1

.9%

.35

1

.9%

.37

1

.9%

.38

1

.9%

.40

1

.9%

.40

1

.9%

.42

1

.9%

.48

1

.9%

.50

1

.9%

.52

1

.9%

.53

1

.9%

.54

1

.9%

.57

1

.9%

.58

1

.9%

.66

1

.9%

INT

.00

72

64.3%

2.00

13

11.6%

3.00

27

24.1%

CEO

.00

76

67.9%

1.00

36

32.1%

ACSP

.00

97

86.6%

1.00

15

13.4%

BD

5.00

8

7.1%

7.00

17

15.2%

8.00

9

8.0%

9.00

51

45.5%

10.00

2

1.8%

11.00

18

16.1%

12.00

3

2.7%

13.00

1

.9%

14.00

2

1.8%

15.00

1

.9%

BS

.00

1

.9%

2.00

4

3.6%

3.00

50

44.6%

4.00

4

3.6%

5.00

44

39.3%

6.00

2

1.8%

7.00

3

2.7%

9.00

4

3.6%

ID

.25

1

.9%

.33

53

47.3%

.36

2

1.8%

.36

18

16.1%

.38

8

7.1%

.38

1

.9%

.40

10

8.9%

.43

13

11.6%

.44

2

1.8%

.57

4

3.6%

EA

.00

54

48.2%

1.00

58

51.8%

SCALE

18.72

1

.9%

18.85

1

.9%

19.61

1

.9%

19.62

1

.9%

19.68

1

.9%

19.81

1

.9%

19.99

1

.9%

20.02

1

.9%

20.10

1

.9%

20.17

1

.9%

20.17

1

.9%

20.18

1

.9%

20.19

1

.9%

20.27

1

.9%

20.28

1

.9%

20.32

1

.9%

20.33

1

.9%

20.34

1

.9%

20.34

1

.9%

20.39

1

.9%

20.44

1

.9%

20.44

1

.9%

20.45

1

.9%

20.47

1

.9%

20.47

1

.9%

20.48

1

.9%

20.51

1

.9%

20.57

1

.9%

20.64

1

.9%

20.68

1

.9%

20.73

1

.9%

20.76

1

.9%

20.77

1

.9%

20.79

1

.9%

20.82

1

.9%

20.85

1

.9%

20.85

1

.9%

20.90

1

.9%

20.91

1

.9%

20.93

1

.9%

20.93

1

.9%

20.94

1

.9%

20.95

1

.9%

21.00

1

.9%

21.01

1

.9%

21.09

1

.9%

21.14

1

.9%

21.14

1

.9%

21.17

1

.9%

21.17

1

.9%

21.19

1

.9%

21.21

1

.9%

21.21

1

.9%

21.24

1

.9%

21.29

1

.9%

21.31

1

.9%

21.32

1

.9%

21.32

1

.9%

21.33

1

.9%

21.36

1

.9%

21.36

1

.9%

21.37

1

.9%

21.38

1

.9%

21.39

1

.9%

21.43

1

.9%

21.43

1

.9%

21.44

1

.9%

21.45

1

.9%

21.47

1

.9%

21.48

1

.9%

21.48

1

.9%

21.51

1

.9%

21.51

1

.9%

21.52

1

.9%

21.52

1

.9%

21.55

1

.9%

21.55

1

.9%

21.62

1

.9%

21.62

1

.9%

21.65

1

.9%

21.65

1

.9%

21.71

1

.9%

21.76

1

.9%

21.76

1

.9%

21.77

1

.9%

21.79

1

.9%

21.79

1

.9%

21.81

1

.9%

21.82

1

.9%

21.82

1

.9%

21.85

1

.9%

21.87

1

.9%

21.90

1

.9%

21.92

1

.9%

21.93

1

.9%

22.01

1

.9%

22.03

1

.9%

22.06

1

.9%

22.12

1

.9%

22.12

1

.9%

22.18

1

.9%

22.21

1

.9%

22.22

1

.9%

22.31

1

.9%

22.61

1

.9%

22.81

1

.9%

23.02

1

.9%

23.04

1

.9%

23.06

1

.9%

23.21

1

.9%

23.61

1

.9%

23.61

1

.9%

EP

-1958453004.00

1

.9%

-934497988.80

1

.9%

-626354015.50

1

.9%

-469744294.10

1

.9%

-444582880.10

1

.9%

-288952006.40

1

.9%

-232311803.70

1

.9%

-210588771.60

1

.9%

-195420235.40

1

.9%

-108707817.40

1

.9%

-106065275.40

1

.9%

-96052105.78

1

.9%

-95010288.39

1

.9%

-82768693.37

1

.9%

-57756097.41

1

.9%

-45734370.66

1

.9%

-25976564.34

1

.9%

-25448914.97

1

.9%

-21898757.70

1

.9%

-17517368.69

1

.9%

-12224555.57

1

.9%

-10535348.41

1

.9%

-9734040.55

1

.9%

-5071317.72

1

.9%

-3993674.68

1

.9%

872354.22

1

.9%

1798756.48

1

.9%

5456733.96

1

.9%

7865669.20

1

.9%

9216668.54

1

.9%

9776872.11

1

.9%

11974309.74

1

.9%

13565913.21

1

.9%

15336947.83

1

.9%

15847268.75

1

.9%

15864096.61

1

.9%

17809851.68

1

.9%

20347840.18

1

.9%

22439560.30

1

.9%

22873181.23

1

.9%

25879098.52

1

.9%

26053739.60

1

.9%

27081002.98

1

.9%

30131151.26

1

.9%

32795837.57

1

.9%

32826806.27

1

.9%

32975762.73

1

.9%

33994971.20

1

.9%

36002511.40

1

.9%

37203700.34

1

.9%

37695961.34

1

.9%

39699818.73

1

.9%

42554195.93

1

.9%

42580813.93

1

.9%

51050881.95

1

.9%

53427347.03

1

.9%

53886492.34

1

.9%

55494121.75

1

.9%

56072615.10

1

.9%

59105102.22

1

.9%

60232713.34

1

.9%

62450741.07

1

.9%

62856498.79

1

.9%

64071190.06

1

.9%

66078760.38

1

.9%

66689188.41

1

.9%

71494166.40

1

.9%

71914205.60

1

.9%

75461556.56

1

.9%

78259343.58

1

.9%

80082392.94

1

.9%

82141817.14

1

.9%

85698361.40

1

.9%

91075869.58

1

.9%

95549725.79

1

.9%

100388775.70

1

.9%

107495880.00

1

.9%

114081105.70

1

.9%

114508999.70

1

.9%

115458390.00

1

.9%

119077161.20

1

.9%

120257740.80

1

.9%

124967141.80

1

.9%

129717121.00

1

.9%

130274207.00

1

.9%

135209184.10

1

.9%

136033218.10

1

.9%

137525080.20

1

.9%

143792873.30

1

.9%

144428289.70

1

.9%

144440727.70

1

.9%

145265418.70

1

.9%

152321966.50

1

.9%

152403393.20

1

.9%

156316449.50

1

.9%

158399556.90

1

.9%

170876583.50

1

.9%

178035233.10

1

.9%

181800868.90

1

.9%

188199254.30

1

.9%

194815948.20

1

.9%

196796549.10

1

.9%

214869411.10

1

.9%

227377659.70

1

.9%

243807114.10

1

.9%

406222585.20

1

.9%

434912388.60

1

.9%

512180033.70

1

.9%

651207922.40

1

.9%

725439125.70

1

.9%

909747752.60

1

.9%

2096173656.00

1

.9%

有效

112

100.0%

缺失

0

总计

112

子总体

112a

a.因变量只有一个在112（100.0%）子总体中观察到的值。

模型拟合信息

模型

模型拟合标准

似然比检验

-2倍对数似然值

卡方

df

显著水平

仅截距

411.019

最终

6.259

404.760

777

1.000

伪R方

Cox和Snell

.973

Nagelkerke

.998

McFadden

.985

似然比检验

效应

模型拟合标准

似然比检验

简化后的模型的-2倍对数似然值

卡方

df

显著水平

截距

6.259a

.000

0

.

FA

6.259a

.000

0

.

INT

6.259a

.000

0

.

CEO

6.259a

.000

0

.

ACSP

6.259a

.000

0

.

BD

6.259a

.000

0

.

BS

6.259a

.000

0

.

ID

6.259a

.000

0

.

EA

6.259a

.000

0

.

SCALE

6.259a

.000

0

.

EP

6.259a

.000

0

.

卡方统计量是最终模型与简化后模型之间在-2倍对数似然值中的差值。

通过从最终模型中省略效应而形成简化后的模型。

零假设就是该效应的所有参数均为0。

a.因为省略效应不会增加自由度，所以此简化后的模型等同于最终模型。

参数估计

ICGa

Exp（B）的置信区间95%

B

标准误

Wald

df

显著水平

Exp（B）

下限

上限

1.00

截距

-5.661

17.568

.104

1

.747

[FA=-.14]

31.613

.000

.

1

.

5.362E13

5.362E13

5.362E13

[FA=.00]

31.613

.000

.

1

.

5.362E13

5.362E13

5.362E13

[FA=.00]

3.613

454.702

.000

1

.994

37.074

.000

.b

[FA=.03]

3.613

454.702

.000

1

.994

37.074

.000

.b

[FA=.04]

.000

24.845

.000

1

1.000

1.000

7.109E-22

1.407E21

[FA=.04]

.000

24.845

.000

1

1.000

1.000

7.109E-22

1.407E21

[FA=.04]

3.613

32.463

.012

1

.911

37.074

8.635E-27

1.592E29

[FA=.08]

3.613

32.463

.012

1

.911

37.074

8.635E-27

1.592E29

[FA=.08]

3.613

196.572

.000

1

.985

37.074

1.763E-166

7.796E168

[FA=.09]

.000

24.845

.000

1

1.000

1.000

7.109E-22

1.407E21

[FA=.09]

3.613

32.463

.012

1

.911

37.074

8.635E-27

1.592E29

[FA=.09]

3.613

32.463

.012

1

.911

37.074

8.635E-27

1.592E29

[FA=.09]

3.613

32.463

.012

1

.911

37.074

8.635E-27

1.592E29

[FA=.10]

3.613

32.463

.012

1

.911

37.074

8.635E-27

1.592E29

[FA=.10]

.000

24.845

.000

1

1.000

1.000

7.109E-22

1.407E21

[FA=.10]

3.613

32.463

.012

1

.911

37.074

8.635E-27

1.592E29

[FA=.11]

3.613

32.463

.012

1

.911

37.074

8.635E-27

1.592E29

[FA=.11]

3.613

53.804

.005

1

.946

37.074

5.898E-45

2.330E47

[FA=.12]

3.613

53.804

.005

1

.946

37.074

5.898E-45

2.330E47

[FA=.12]

.000

24.845

.000

1

1.000

1.000

7.109E-22

1.407E21

[FA=.12]

3.613

32.463

.012

1

.911

37.074

8.635E-27

1.592E29

[FA=.12]

3.613

32.463

.012

1

.911

37.074

8.635E-27

1.592E29

[FA=.13]

3.613

196.572

.000

1

.985

37.074

1.763E-166

7.796E168

[FA=.13]

3.613

32.463

.012

1

.911

37.074

8.635E-27

1.592E29

[FA=.13]

.000

24.845

.000

1

1.000

1.000

7.