Dear Sir,

First of all Happy Holidays!,...

I am writing to you because I am a bit confused about ARCH estimation.
Is there a way to find what garch() exactly does, without the need of
reading the source code (because I cannot understand it)?
In Eviews (the results at the end) I am getting different results than
in R (for those that have the program I do: Quick -> Estimage Equation
-> Method: ARCH -> y c x ->  GARCH:0 & ARCH:1 -> ARCH-M term: none.

Data can be downloaded from
http://constantine.evangelopoulos.com/1.2.2-askhseis.econometrix.csv
and can be loaded in R with:

x <- ts(read.csv("1.2.2-askhseis.econometrix.csv")[ ,1])
y <- ts(read.csv("1.2.2-askhseis.econometrix.csv")[ ,2])
garch(summary(lm(y ~ x))$resid^2, c(0,1))

What I am doing wrong? Because I want to check for ARCH(q) effect and
then estimate the final equations (Y on X, with the equation of the
error term)



Thank very much in advance for your assistance,

Tsardounis Constantine
Student in Economics at University of Thessaly, Greece


Eviews results:
Dependent Variable: Y                           
Method: ML - ARCH                               
Date: 12/26/05   Time: 00:05                            
Sample(adjusted): 1 83                          
Included observations: 83 after adjusting endpoints                             
Convergence achieved after 16 iterations                                
                                
        Coefficient     Std. Error      z-Statistic     Prob.
                                
C       0.005268        0.002442        2.157327        0.0310
X       0.947425        0.024682        38.38587        0.0000
                                
               Variance Equation                        
                                
C       0.000456        8.55E-05        5.333923        0.0000
ARCH(1) -0.041617       0.117458        -0.354311       0.7231
                                
R-squared       0.941163            Mean dependent var          0.016895
Adjusted R-squared      0.938928            S.D. dependent var          0.086783
S.E. of regression      0.021446            Akaike info criterion               
-4.801068
Sum squared resid       0.036336            Schwarz criterion           
-4.684498
Log likelihood  203.2443            F-statistic         421.2279
Durbin-Watson stat      1.503765            Prob(F-statistic)           0.000000

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