The name is absent



LIITE 7. TULOKSET PANEELIAINEISTOLLE ESTIMOIDUISTA FUNKTIOISTA

PaneeliaineistoIle estimoitujen funktioiden tulokset on esitetty seuraavasti:
Taulukossa L7.1 on esitetty tulokset PNS-estimoinnista, taulukossa L7.2 dummy-
muuttujamallista ja taulukossa L7.3

Satunnaisten vaikutusten mallista.

LIMDEP Estimation Results

Current sample contains 288 observations

Taulukko L7.1 OLS Without Group Dummy Variables

Ordinary least squares regression Weighting variable = ONE

Dependent variable is VOLA Mean = 25.13677, S.D. =   3.7025

Model size: Observations = 288, Parameters = 3, Deg.Fr. = 285

Residuals: Sum of squares= 3196.91 Std.Dev. =     3.34921

Fit:    R-Squared = 0.18741, Adjusted R-squared =     0.18171

Model test: F[ 2, 285] = 32.87, Prob value =     0.00000

Diagnostic: Log-L = -755.2594, Restricted (a=0) Log-L = -785.1440

Amemiya Pr. Crt.= 11.334, Akaike Info. Crt.= 5.266

Panel Data Analysis of VOLA [ONE way]

Unconditional ANOVA (No regressors)

Source

Variation

Deg. Free.

Mean Square

Between

2464.17

23

107.138

Residual

1470.07

264

5.56844

Total

3934.24

287

13.7081

Variable

Coefficient

Standard Error

t-ratio

P[ ITI >t]

Mean of X

MERKH

-0.17749E-01

0.3491 IE-02

-5.084

0.00000

1000

MATUR

-0.52738E-01

0.89539E-02

-5.890

0.00000

46.50

Constant

45.346

3.4899

12.993

0.00000

Taulukko L7.2 Least Squares with Group Dummy Variables

Ordinary least squares regression Weighting variable = ONE
Dependent variable is VOLA Mean = 25.13677, S.D. =   3.7025

Model size: Observations = 288, Parameters = 26, Deg.Fr. = 262
Residuals: Sum of squares= 1269.20 Std.Dev. =     2.20097

Fit:    R-squared = 0.67740, Adjusted R-squared =     0.64661

Model test: F[ 25, 262] = 22.01, Prob value =     0.00000

Diagnostic: Log-L = -622.2324, Restricted(a=O) Log-L = -785.1440

Amemiya Pr. Crt.= 5.282, Akaike Info. Crt.= 4.502

Estd. Autocorrelation of e(i,t) 0.216229

Estd. Autocorrelation of e(i,t) 0.216229

Variable Coefficient


MERKH -0.12770E-01

MATUR -0.19057E-01


Standard Error t-ratio P[ ITI >t] Mean of X

0.23219E-02 -5.500 0.00000 1000

0.61829E-02 -3.082 0.00226 46.5



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