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Indici di borsa di Londra (IBLON) e New York (IBNY)

matematica



Indici di borsa di Londra (iblon) 858e46i e New York (ibny) 858e46i



genr dl=d(iblon) 858e46i




Estimation Command:

LS DL C DL(-1) 858e46i


Estimation Equation:

DL = C(1) 858e46i + C(2) 858e46i *DL(-1) 858e46i


Substituted Coefficients:

DL = 6.53+ 0.23*DL(-1) 858e46i






Estimation Command:

LS DL C AR(1) 858e46i


Estimation Equation:

DL = C(1) 858e46i + [AR(1) 858e46i =C(2) 858e46i ]


Substituted Coefficients:

DL = 8.53+ [AR(1) 858e46i =0.23]





Estimation Command:

LS DL C AR(1) 858e46i AR(2) 858e46i MA(1) 858e46i MA(2) 858e46i


Estimation Equation:

DL = C(1) 858e46i + [AR(1) 858e46i =C(2) 858e46i ,AR(2) 858e46i =C(3) 858e46i ,MA(1) 858e46i =C(4) 858e46i ,MA(2) 858e46i =C(5) 858e46i ]


Substituted Coefficients:

DL = 7.73+ [AR(1) 858e46i =-0.94,AR(2) 858e46i =0.59,MA(1) 858e46i =1.28,MA(2) 858e46i =0.78,BACKCAST=1987:08]


Wald Test:

Null Hypothesis:    C(1) 858e46i =0

F-statistic   0.783942 Probability 0.378151

Chi-square    0.783942 Probability 0.375938



Stima di modelli uniequazionali

Indici di borsa di Londra (iblon) 858e46i e New York (ibny) 858e46i



genr dl=d(iblon) 858e46i

genr dn=d(ibny) 858e46i


GRAFICO DUE SERIE IN DIFFERENZE

CORRELATION 0.59

genr ll=log(iblon) 858e46i

genr ln=log(ibny) 858e46i

genr dll=d(ll) 858e46i

genr dln=d(ln) 858e46i


GRAFICO DELLE DIFFERENZE DELLE TRASFORMATE LOGARITMICHE (RENDIMENTI) 858e46i




Quick . Estimate Equation .

Least Squares

Specifica equazione

Options metodi di stima disponibili per la stima della matrice delle varianze e covarianze


Estimation Command:

LS DLL C DLN AR(1) 858e46i AR(2) 858e46i MA(1) 858e46i MA(2) 858e46i

Estimation Equation:

DLL = C(1) 858e46i + C(2) 858e46i *DLN + [AR(1) 858e46i =C(3) 858e46i ,AR(2) 858e46i =C(4) 858e46i ,MA(1) 858e46i =C(5) 858e46i ,MA(2) 858e46i =C(6) 858e46i ]


Substituted Coefficients:

DLL = -0.0021867979 + 0.90766751*DLN + [AR(1) 858e46i =-0.65806186,AR(2) 858e46i =-0.53444961,MA(1) 858e46i =0.79377829,MA(2) 858e46i =0.52545108,BACKCAST=1987:08]



Coefficient test Wald coefficient restrictions test su vincoli sui parametri


Wald Test: 

Equation: Untitled 


Null Hypothesis:    C(1) 858e46i =0


F-statistic   0.417680 Probability 0.519655

Chi-square    0.417680 Probability 0.518097



Wald Test: 

Equation: Untitled 


Null Hypothesis:    C(1) 858e46i =0

C(2) 858e46i =C(3) 858e46i


F-statistic   85.76722 Probability 0.000000

Chi-square    171.5344 Probability 0.000000



Coefficient test Redundant Variables test su inclusione di variabile irrilevante


Redundant Variables: AR(2) 858e46i MA(2) 858e46i   


F-statistic   12.00036 Probability 0.000023

Log likelihood 22.75052 Probability 0.000011





Coefficient test Omitted Variables test su omissione di variabile irrilevante


Omitted Variables: MA(3) 858e46i    


F-statistic 3.697309 Probability 0.057527

Log likelihood 3.896502 Probability 0.048387





Residual Tests    Correlogram Q- Statistics test su correlazione seriale in errore




Residual Tests    Histogram and Normality Test test su normalità distributiva






Residual Tests    Serial correlation LM Test test su correlazione seriale in errore


Breusch-Godfrey Serial Correlation LM Test:  


F-statistic 3.379318 Probability 0.038305

Obs*R-squared    6.841423 Probability 0.032689




Residual Tests    White'Heteroskedasticity Test test su eteroschedasticità


White Heteroskedasticity Test:  


F-statistic   0.516799 Probability 0.598043

Obs*R-squared    1.054121 Probability 0.590338





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