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La micro-assurance de santé dans les pays en développement

( Télécharger le fichier original )
par Khaled MAKHLOUFI
Université de la méditerranée Aix- Marseille II - Master ingénierie économique et financière 2002
  

précédent sommaire

Bitcoin is a swarm of cyber hornets serving the goddess of wisdom, feeding on the fire of truth, exponentially growing ever smarter, faster, and stronger behind a wall of encrypted energy

VII. Annexes:

Modèle de la demande des services de Mutuelles:

Bendroit(it) = f (txcot, insfem, inshom, wlinf, cotann, convprest, tierpay) + uit . sum bendroit

Variable

Obs

Mean

Std. Dev.

Min

Max

bendroit

361

12089.58

85710.44

0

820295

. sum txcot

Variable

Obs

Mean

Std. Dev.

Min

Max

txcot

362

6873.959

29980.29

0

266712

. sum insfem

Variable

Obs

Mean

Std. Dev.

Min

Max

insfem

362

1699.729

18579.98

0

352862

. sum inshom

Variable

Obs

Mean

Std. Dev.

Min

Max

inshom

362

2147.82

27820.27

0

529293

. tis annee

. iis id

. xtreg bendroit txcot insfem inshom wlinf cotann convprest tierpay, fe note: wlinf omitted because of collinearity

note: cotann omitted because of collinearity

note: convprest omitted because of collinearity

Fixed-effects (within) regression Number of obs = 339

Group variable: id Number of groups = 216

R-sq: within = 0.6245 Obs per group: min = 1

between = 0.0001 avg = 1.6

overall = 0.0001 max = 2

F(4,119) = 49.48

corr(u_i, Xb) = -0.1169 Prob > F = 0.0000

bendroit

Coef

Std Err.

t

P>|t|

[95% Conf. Interval]

txcot

.0008849

.0051284

0.17

0.863

-.0092698 .0110397

insfem

-3198637

.1012899

-3.16

0.002

-.5204279 -.1192995

inshom

.5508696

.0824549

6.68

0.000

.3876006 .7141387

wlinf

(omitted)
(omitted)
(omitted)

cotann

convprest

tierpay

541.2878

59.40769

9.11

0.000

423.6546 658.9209

_cons

11647.37

93.90184

124.04

0.000

11461.44 11833.31

sigma_u
sigma_e
rho

83185.228 39.517235 .99999977 (fraction of variance due to u_i)

F test that all u_i=0: F(215, 119) = 6.4e+06 Prob > F = 0.0000

. estimates store fixed

. xtreg bendroit txcot insfem inshom wlinf cotann convprest tierpay, re Random-effects GLS regression Number of obs = 339

Group variable: id Number of groups = 216

R-sq: within = 0.6229 Obs per group: min = 1

Between = 0.0967 avg = 1.6

overall = 0.1137 max = 2

Random effects u_i ~ Gaussian Wald chi2 (7) = 207.53

corr(u_i, X) = 0 (assumed) Prob > chi2 = 0.0000

bendroit

Coef

Std Err.

z

P>|z|

[95% Conf. Interval]

txcot

.0007184

.0052836

0.14

0.892

-.0096373 .0110741

insfem

-3066109

.1042986

-2.94

0.003

-.5110325 -.1021893

inshom

.5087155

.08406

6.05

0.000

.343961 .6734701

wlinf

-6374.74

17786.14

-4.29

0.000

-111234.9 -41514.56

cotann

-2566.09

12376.08

-1.02

0.310

-36822.76 11690.58

convprest

4894.395

30339.13

0.16

0.872

-54569.21 64358

tierpay

550.6772

61.18269

9.00

0.000

430.7613 670.593

_cons

81272.4

31044.56

2.62

0.009

20426.18 142118.6

sigma_u

75429.219

sigma_e

39.517235

rho

.99999973 (fraction of variance due to u_i)

. hausman fixed

 

---- Coefficients ----

 
 
 

(b) (B)

(b-B)

sqrt(diag(V_b-V_B))

 

fixed .

Difference

S.E.

Txcot

.0008849 .0007184

.0001665

-

Insfem

-.3198637 -.3066109

-.0132528

-

Inshom

.5508696 .5087155

.0421541

-

tierpay

541.2878 550.6772

-9.389402

-

b = consistent under Ho and Ha; obtained from xtreg B = inconsistent under Ha, efficient under Ho; obtained from xtreg Test: Ho: difference in coefficients not systematic

chi2(4) = (b-B)'[(V_b-V_B)^(-1)](b-B)

= 244.30

Prob>chi2 = 0.0000

(V_b-V_B is not positive definite)

. regress bendroit txcot insfem inshom wlinf cotann convprest tierpa

Source

SS df MS

Number of obs = 339
F( 7, 331) = 11.06

Prob > F = 0.0000

R-squared = 0.1896

Adj R-squared = 0.1725 Root MSE = 80419

Model

5.0080e+11 7 7.1543e+10

Residual

2.1407e+12 331 6.4673e+09

Total

2.6415e+12 338 7.8150e+09

bendroit

Coef

Std Err.

z

P>|z|

[95% Conf. Interval]

txcot

-1971859

.1620467

-1.22

0.225

-.5159572 .1215855

insfem

-4449882

6.194993

-0.07

0.943

-12.63151 11.74153

inshom

.0976121

4.130537

0.02

0.981

-8.027802 8.223026

wlinf

-16161.5

16049.43

-7.24

0.000

-147733.3 -84589.76

cotann

-5855.04

10321.5

-2.50

0.013

-46159.05 -5551.033

convprest

18084.64

23465.62

0.77

0.441

-28075.91 64245.18

tierpay

48390.69

13173.49

3.67

0.000

22476.37 74305

_cons

77104.98

25087.07

3.07

0.002

27754.77 126455.2

. predict residu4, resid

(23 missing values generated) . gen residu5 = residu4^2 (23 missing values generated)

. regress residu5 txcot insfem inshom wlinf cotann convprest tierpay

Source

SS df MS

Number of obs = 339

F( 7, 331) = 10.79

Prob > F = 0.0000

R-squared = 0.1858

Adj R-squared = 0.1686
Root MSE = 4.0e+10

Model

1.2107e+23 7 1.7296e+22

Residual

5.3062e+23 331 1.6031e+21

Total

6.5169e+23 338 1.9281e+21

bendroit

Coef

Std Err.

t

P>|t|

[95% Conf. Interval]

txcot

-14306.1

80678.16

-1.42

0.157

-273012.7 44400.5

insfem

-21744.3

3084299

-0.20

0.840

-6689044 5445556

inshom

308706.3

2056469

0.15

0.881

-3736691 4354103

wlinf

-.96e+10

7.99e+09

-7.46

0.000

-7.53e+10 -4.39e+10

cotann

-.09e+10

5.14e+09

-2.12

0.035

-2.10e+10 -7.1e+08

convprest

2.34e+10

1.17e+10

2.00

0.046

4.15e+08 4.64e+10

tierpay

2.03e+10

6.56e+09

3.10

0.002

7.45e+09 3.32e+10

_cons

2.80e+10

1.25e+10

2.24

0.026

3.43e+09 5.26e+10

. regress bendroit txcot insfem inshom wlinf cotann convprest tierpay, robust Linear regression Number of obs = 339

F( 7, 331) = 1.75

Prob > F

=

0.0972

R-squared

=

0.1896

Root MSE

=

80419

bendroit

Coef.

Robust Std. Err.

t

P>|t|

[95% Conf. Interval]

txcot

-.1971859

.1671438

-1.18

0.239

-.525984 .1316122

insfem

-.4449882

4.96963

-0.09

0.929

-10.22103 9.331053

inshom

.0976121

3.300771

0.03

0.976

-6.395522 6.590746

wlinf

-116161.5

43435.85

-2.67

0.008

-201606.6 -30716.38

cotann

-25855.04

9949.651

-2.60

0.010

-45427.57 -6282.52

convprest

18084.64

24978.26

0.72

0.470

-31051.52 67220.79

tierpay

48390.69

18627.91

2.60

0.010

11746.67 85034.7

_cons

77104.98

25509.76

3.02

0.003

26923.29 127286.7

. ovtest

Ramsey RESET test using powers of the fitted values of bendroit Ho: model has no omitted variables

F(3, 328) = 55.48

Prob > F = 0.0000

Number of obs

 

= 339

F( 7, 331)

=

11.06

Prob > F

=

0.0000

R-squared

=

0.1896

Adj R-squared

=

0.1725

Root MSE

=

80419

. regress bendroit txcot insfem inshom wlinf cotann convprest tierpa

Source

SS

df

MS

Model

5.0080e+11

7

7.1543e+10

Residual

2.1407e+12

331

6.4673e+09

Total

2.6415e+12

338

7.8150e+09

Bendroit

Coef.

Robust
Std. Err.

t

P>|t|

[95% Conf. Interval]

txcot

-.1971859

.1620467

-1.22

0.225

-.5159572 .1215855

insfem

-.4449882

6.194993

-0.07

0.943

-12.63151 11.74153

inshom

.0976121

4.130537

0.02

0.981

-8.027802 8.223026

wlinf

-116161.5

16049.43

-7.24

0.000

-147733.3 -84589.76

cotann

-25855.04

10321.5

-2.50

0.013

-46159.05 -5551.033

convprest

18084.64

23465.62

0.77

0.441

-28075.91 64245.18

tierpay

48390.69

13173.49

3.67

0.000

22476.37 74305

_cons

77104.98

25087.07

3.07

0.002

27754.77 126455.2

. predict residu6, resid

(23 missing values generated)

. gen rresidu6 = residu6[_ n-1]

(24 missing values generated)

. regress residu6 rresidu6 txcot insfem inshom wlinf cotann convprest tierpa

Number of obs

 

= 320

F( 7, 331)

=

18.63

Prob > F

=

0.0000

R-squared

=

0.3239

Adj R-squared

=

0.3066

Root MSE

=

65356

Source

SS

df

MS

Model

6.3652e+11

8

7.9565e+10

Residual

1.3284e+12

311

4.2714e+09

Total

1.9649e+12

319

6.1596e+09

residu6 | Coef. Std. Err.

+

rresidu6| .5777769 .0498382

txcot | .1063601 .1345919

insfem| 1.936321 6.854951

inshom| -10.33042 7.738755

wlinf | -11670.37 14181.53

cotann | 6432.463 8856.809 convprest | -2410.942 19787.15

tierpay | -388.4665 11246.15

_cons | 13372.52 21877.29

t

 

P>|t|

[95% Conf. Interval]

11.59

0.000

.4797141

.6758397

0.79

0.430

-.1584658

.371186

0.28

0.778

-11.55163

15.42427

-1.33

0.183

-25.55736

4.896515

-0.82

0.411

-39574.25

16233.52

0.73

0.468

-10994.38

23859.31

-0.12

0.903

-41344.55

36522.67

-0.03

0.972

-22516.64

21739.71

0.61

0.541

-29673.71

56418.75

. prais bendroit txcot insfem ins hom wlinf cotann convprest tierpay , robust

Number of gaps in sample: 215 (gap count includes panel changes)

(note: computations for rho restarted at each gap)

1teration 0: rho = 0.0000 1teration 1: rho = 0.9974 1teration 2: rho = 0.9999 1teration 3: rho = 1.0000 1teration 4: rho = 1.0000 1teration 5: rho = 1.0000

1teration 6: rho = 1.0000

Prais-Winsten AR(1) regression -- iterated estimates Linear regression

Number of obs =
F( 8, 331) =

Prob > F =

R-squared =

Root MSE =

339 92.51 0.0000 0.1413 260.83

Semirobust

Std. Err.

t

P>Iti

[95% Conf. 1nterval]

.0079714

-0.81

0.416

-.0221733

.0091888

.396713

-0.53

0.597

-.990221

.5705723

.3403639

0.33

0.741

-.5570809

.7820175

43691.54

-1.92

0.056

-169662

2234.228

7716.224

-1.78

0.076

-28901.62

1456.425

29619.47

0.28

0.780

-49992.26

66540

76.01712

8.73

0.000

514.352

813.4272

38022.54

2.27

0.024

11452.35

161045

Coef.

bendroit

txcot

-.0064923

insfem

ins hom

-.2098243

.1124683

wlinf

cotann

-83713.87

- 13722.6

8273.87

663.8896

convprest tierpay

!cons

rho

86248.65

. 9999913

Durbin-Watson statistic (original) 0.001063

Durbin-Watson statistic (transformed) 0.811749

Modèle de l'offre des Mutuelles: . sum txrecouv

Variable

Obs

Mean

Std. Dev.

Min

Max

txrecouv

362

1.695746

9.10259

0

100

. sum depmal

Variable

Obs

Mean

Std. Dev.

Min

Max

depmal

362

1.27e+07

7.99e+07

0

9.00e+08

. sum payech

Variable

Obs

Mean

Std. Dev.

Min

Max

payech

342

.7453216

.3761493

0

1.4

. xtreg txrecouv depmal logges rur payech partorg, fe

note: logges omitted because of collinearity

note: rur omitted because of collinearity

Fixed-effects (within) regression Number of obs = 320

Obs per group: min =

1

avg =

1.5

max =

2

Group variable: id Number of groups = 207
R-sq: within = 0.8276

between = 0.0451

overall = 0.0233

corr(u_i, Xb) = -0.3999

txrecouv | Coef.

+

Std. Err.

t

P>|t|

F(3,110) = 176.01

Prob > F = 0.0000

[95% Conf. Interval]

depmal | -1.67e-08

3.97e-08

-0.42

0.675

-9.55e-08

6.21e-08

logges | (omitted)

 
 
 
 
 

rur | (omitted)

 
 
 
 
 

payech | .9602815

.0429814

22.34

0.000

.8751024

1.045461

partorg | .9412221

.0467686

20.13

0.000

.8485377

1.033907

_cons | -.2253838

.5410685

-0.42

0.678

-1.297655

.846887

+

sigma_u | 7.365344

sigma_e | .04663564

rho | .99995991 (fraction of variance due to u_i)

F test that all u_i=0: F(206, 110) = 21165.05 Prob > F = 0.0000

. estimates store fixed

. xtreg txrecouv depmal logges rur payech partorg, re

Number of obs =

320

Number of groups =

207

Obs per group: min =

1

avg =

1.5

max =

2

Random-effects GLS regression Group variable: id

R-sq: within = 0.8263

Between = 0.0458

overall l = 0.0269

Random effects u_i ~ Gaussian Wald chi2(5) = 524.29

corr(u_i, X) = 0 (assumed) Prob > chi2 = 0.0000

txrecouv | Coef. Std. Err.

+
depmal | 1.90e-08 5.92e-09

logges | .2620777 1.029565

rur | .3375233 1.125442 payech | .9547098 .0432859 partorg | .9370785 .0472341

_cons | -.9711391 1.147288 + sigma_u | 6.6806046

sigma_e | .04663564

z

 

P>|z|

[95% Conf. Interval]

3.21

0.001

7.39e-09

3.06e-08

0.25

0.799

-1.755832

2.279987

0.30

0.764

-1.868302

2.543349

22.06

0.000

.869871

1.039549

19.84

0.000

.8445014

1.029656

-0.85

0.397

-3.219783

1.277505

rho | .99995127 (fraction of variance due to u_i)

. hausman fixed

Note: the rank of the differenced variance matrix (2) does not equal the number of coefficients being tested (3); be sure this is what you expect, or there may

be problems computing the test. Examine the output of your estimators for anything unexpected and possibly consider scaling your variables so that the coefficients are on a similar scale.

---- Coefficients ----

| (b) (B) (b-B) sqrt(diag(V_b-V_B))

| fixed . Difference S.E.

+

depmal | -1.67e-08 1.90e-08 -3.57e-08 3.93e-08

payech | .9602815 .9547098 .0055717 .

partorg | .9412221 .9370785 .0041436 .

b = consistent under Ho and Ha; obtained from xtreg

B = inconsistent under Ha, efficient under Ho; obtained from xtreg

Test: Ho: difference in coefficients not systematic

chi2(2) = (b-B)'[(V_b-V_B)^(-1)](b-B)

= 13.13

Prob>chi2 = 0.0014

(V_b-V_B is not positive definite)

. regress txrecouv depmal logges rur payech partorg

Source | SS df MS Number of obs = 320

+ F( 5, 314) = 2.70

Model | 407.42024 5 81.484048 Prob > F = 0.0210

Residual | 9482.72946 314 30.1997754 R-squared = 0.0412

+ Adj R-squared = 0.0259

Total | 9890.1497 319 31.0036041 Root MSE = 5.4954

txrecouv | Coef. Std. Err. t P>|t| [95% Conf. Interval]

+

depmal | 1.06e-08 3.69e-09 2.86 0.005 3.29e-09 1.78e-08
logges | .1823536 .6830243 0.27 0.790 -1.161529 1.526236

rur | .1880172 .757224 0.25 0.804 -1.301857 1.677892 payech | -1.000854 .8247842 -1.21 0.226 -2.623657 .6219481 partorg | 1.357199 .8401453 1.62 0.107 -.2958265 3.010225 _cons | .324838 1.117904 0.29 0.772 -1.874692 2.524368

. predict residu10, resid

(42 missing values generated) . summarize residu10, detail

1%
5%

Residuals

Percentiles Smallest

-4.283229 -10.19489

-1.953269 -10.19489

 

10%

-1.264102

-4.933321

Obs 320

25%

-.7451477

-4.283229

Sum of Wgt. 320

50%

.0999992

 

Mean -9.37e-09

 
 

Largest

Std. Dev. 5.452194

75%

.2012891

1.285645

 

90%

.4724982

1.305645

Variance 29.72642

95%

.6400636

1.307613

Skewness 16.62632

99%

1.285645

95.12834

Kurtosis 291.5051

. gen residu11 = residu10^2 (42 missing values generated)

. regress residu11 depmal logges rur payech partorg

Source | SS

+

Model | 3811003.62 Residual | 77822877.4 +

Total | 81633881

df

MS

Number of obs =
F( 5, 314) =

320

3.08

5

762200.723

Prob > F

=

0.0100

314

247843.559

R-squared

=

0.0467

 
 

Adj R-squared

=

0.0315

319

255905.583

Root MSE

=

497.84

residu11 | Coef. Std. Err. t P>|t| [95% Conf. Interval]

1.04e-06

3.35e-07

3.11

0.002

3.81e-07

1.70e-06

27.43666

61.87612

0.44

0.658

-94.30757

149.1809

11.13803

68.59798

0.16

0.871

-123.8318

146.1078

-123.7671

74.71836

-1.66

0.099

-270.779

23.24485

77.97637

76.10993

1.02

0.306

-71.77356

227.7263

29.64055

101.2725

0.29

0.770

-169.618

228.8991

+
depmal |
logges |

rur | payech | partorg | _cons |

. regress txrecouv depmal logges rur payech partorg, robust

Linear regression

Number of obs =

320

F( 5, 314)

=

5.36

Prob > F

=

0.0001

R-squared

=

0.0412

Root MSE

=

5.4954

 

|

txrecouv | Coef.

+ depmal | 1.06e-08 logges | .1823536

rur | .1880172 payech | -1.000854 partorg | 1.357199 _cons | .324838

Robust
Std. Err.

t

P>|t|

[95% Conf. Interval]

1.16e-08

0.91

0.364

-1.23e-08

3.34e-08

.3079377

0.59

0.554

-.4235285

.7882357

.146811

1.28

0.201

-.1008405

.4768749

1.305616

-0.77

0.444

-3.569716

1.568007

.8632804

1.57

0.117

-.3413459

3.055745

.3857792

0.84

0.400

-.434201

1.083877

 

. ovtest

Ramsey RESET test using powers of the fitted values of txrecouv Ho: model has no omitted variables

F(3, 311) = 24.66

Prob > F = 0.0000

. regress txrecouv depmal logges rur payech partorg

Source | SS df MS Number of obs = 320

+ F( 5, 314) = 2.70

Model | 407.42024 5 81.484048 Prob > F = 0.0210

Residual | 9482.72946 314 30.1997754 R-squared = 0.0412

+ Adj R-squared = 0.0259

Total | 9890.1497 319 31.0036041 Root MSE = 5.4954

txrecouv | Coef. Std. Err.

+ depmal | 1.06e-08 3.69e-09 logges | .1823536 .6830243

rur | .1880172 .757224 payech | -1.000854 .8247842 partorg | 1.357199 .8401453 _cons | .324838 1.117904

t

P>|t|

[95% Conf. Interval]

2.86

0.005

3.29e-09

1.78e-08

0.27

0.790

-1.161529

1.526236

0.25

0.804

-1.301857

1.677892

-1.21

0.226

-2.623657

.6219481

1.62

0.107

-.2958265

3.010225

0.29

0.772

-1.874692

2.524368

 

. predict residu12, resid

(42 missing values generated)

. gen rresidu12 = residu12[_n-1]

(43 missing values generated)

. regress residu12 rresidu12 depmal logges rur payech partorg

Source | SS

df

MS

Number of obs = 297

+

 
 

F( 6, 290)

= 0.01

Model | 1.47375498

6

.24562583

Prob > F

= 1.0000

Residual | 9467.7714

290

32.6474876

R-squared

= 0.0002

+

 
 

Adj R-squared = -0.0205

Total | 9469.24515

296

31.9906931

Root MSE

= 5.7138

residu12 | Coef.

Std. Err. t P>|t|

[95% Conf. Interval]

 
 

+

rresidu12 | .0053267 .0598405 0.09 0.929 -.11245 .1231033 depmal | -5.98e-11 3.86e-09 -0.02 0.988 -7.65e-09 7.53e-09 logges | .0369564 .7466474 0.05 0.961 -1.432578 1.506491

rur | -.0163634 .8398714 -0.02 0.984 -1.66938 1.636653 payech | -.1283227 .9005571 -0.14 0.887 -1.900779 1.644134 partorg | .1069494 .9181869 0.12 0.907 -1.700206 1.914105 _cons | .0351771 1.232258 0.03 0.977 -2.390125 2.46048

. prais txrecouv depmal logges rur payec h partorg, robust

Number of gaps in sample: 206 (gap count includes panel changes)

(note: computations for rho restarted at each gap)

1teration 0: rho = 0.0000 1teration 1: rho = 0.4416 1teration 2: rho = 0.7638 1teration 3: rho = 0.9290 1teration 4: rho = 0.9828 1teration 5: rho = 0.9953 1teration 6: rho = 0.9982 1teration 7: rho = 0.9988 1teration 8: rho = 0.9990 1teration 9: rho = 0.9990 1teration 10: rho = 0.9990 1teration 11: rho = 0.9990 1teration 12: rho = 0.9990

Prais-Winsten AR(1) regression -- iterated estimates Linear regression

Number of obs

=

320

F( 6, 314)

=

129.68

Prob > F

=

0.0000

R-squared

=

0.1409

Root MSE

=

.2442

 

Semirobust

Coef. Std. Err.

1.97e-08 2.24e-08

.2470148 .3376503

. 3318951 .3011336

. 9173285 .046247

. 9000429 .057686

-.9149577 .2316476

. 9990306

t

P>ItI

[95% Conf.

1nterval]

0.88

0.379

-2.43e-08

6.37e-08

0.73

0.465

-.4173283

.9113578

1.10

0.271

-.2605997

.9243899

19.84

0.000

.8263353

1.008322

15.60

0.000

.7865428

1.013543

-3.95

0.000

-1.370735

-.4591799

txrecouv

depmal
logges

rur

payec partorg _cons

rho

Durbin-Watson statistic (original) 0.018083

Durbin-Watson statistic (transformed) 0.069279

. regress bendroit txcot insfem ins hom wlinf cotann convprest tierpay

Estimateur WITHIN pour la demande : transformation Frish-Waugh-Lovel :

. xtdata bendroit txcot insfem ins hom wlinf cotann convprest tierpay, fe

note: wlinf omitted because of collinearity note: cotann omitted because of collinearity note: convprest omitted because of collinearity

SS df MS

309068.185 4 77267.0462

185831.815 334 556.382681

494900 338 1464.20118

Number of obs

=

339

F( 4, 334)

=

138.87

Prob > F

=

0.0000

R-squared

=

0.6245

Adj R-squared

=

0.6200

Root MSE

=

23.588

Model Residual

Source

Total

Coef. Std. Err. t

. 0008849 .0030611 0.29

-.3198637 .0604598 -5.29

. 5508696 .0492172 11.19
(omitted)

(omitted)

(omitted)

541.2878 35.46034 15.26

11647.37 56.04984 207.80

P>ItI

[95% Conf. Interval]

0.773

-.0051366

.0069064

0.000

-.4387936

-.2009337

0.000

.4540549

.6476844

0.000

471.534

611.0415

0.000

11537.12

11757.63

 

bendroit

txcot
insfem
ins hom
wlinf
cotann
convprest
tierpay
_cons

. predict residu1, resid

. summarize residu1, detail

Residuals

Percentiles Smallest

1% -67.48943 -238.7236

5% -.9733983 -117.2276

10% 1.82e-12 -84.80728

25% 1.82e-12 -67.48943

50% 1.82e-12

Largest

75% 1.82e-12 67.48943

90% 1.82e-12 84.80728

95% .9733983 117.2276

99% 67.48943 238.7236

Obs

339

Sum of Wgt.

339

Mean

1.59e-12

Std. Dev.

23.44778

variance

549.7983

Skewness

-2.04e-13

Kurtosis

69.48069

 

Estimateur WITHIN pour l'offre :

. xtdata txrecouv depmal logges rur payec h partorg, fe

. regress txrecouv depmal logges rur partorg note: logges omitted because of collinearity note: rur omitted because of collinearity

SS df MS

.062809628 2 .031404814

1.32484037 323 .004101673

1.38764999 325 .004269692

Number of obs

=

326

F( 2, 323)

=

7.66

Prob > F

=

0.0006

R-squared

=

0.0453

Adj R-squared

=

0.0394

Root MSE

=

.06404

 

Model Residual

Source

Total

txrecouv

Coef. Std. Err. t P>ItI [95% Conf. Interval]

6.36e-08 5.44e-08

(omitted)
(omitted)

-.0628895 .0177685

. 0527019 .7305845

1.17

0.243

-3.54

0.000

0.07

0.943

-4.33e-08

1.71e-07

-.097846

-.0279329

-1.384603

1.490007

depmal
logges
rur
partorg
_cons

.

1% -.2880782 -.3805699

5% -.0274953 -.3786813

10% -.020285 -.3541501

25% -.0052701 -.2880782

50% 0

Largest

75% .0052701 .2880782

90% .020285 .3541501

95% .0274953 .3786813

99% .2880782 .3805699

Obs

326

Sum of Wgt.

326

Mean

0

Std. Dev.

.0638469

variance

.0040764

Skewness

0

Kurtosis

26.57714

predict residu1, resid

. sum residu1, detail

Residuals

Percentiles Smallest

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