Search found 9 matches
- Tue May 12, 2009 10:31 am
- Forum: Estimation
- Topic: Bootstrapped Skewness-Ajusted t-statistic
- Replies: 3
- Views: 6867
Re: Bootstrapped Skewness-Ajusted t-statistic
Ok, resampling gives me a new resample for the return of the stock. However, I do not know how I get the know t-statistic, whereby in the numerator should be the (new resampled) return of the stock minus the return on the benchmark? Can someone please comment on that and give detailed instructions o...
- Tue May 12, 2009 4:02 am
- Forum: Estimation
- Topic: Bootstrapped Skewness-Ajusted t-statistic
- Replies: 3
- Views: 6867
Re: Bootstrapped Skewness-Ajusted t-statistic
Maybe I need to give you some more information on what I want to do. I want to calculate the abnormal return between a stock and a benchmark portfolio. As the stock returns are positively skewed, the t-statistic is likely to be wrong and this is why I need to apply the bootstrapped skewness adjusted...
- Tue May 12, 2009 12:48 am
- Forum: Estimation
- Topic: Bootstrapped Skewness-Ajusted t-statistic
- Replies: 3
- Views: 6867
Bootstrapped Skewness-Ajusted t-statistic
Hi,
does anyone know if Eviews can calculate a bootstrapped skewness adjusted t-statistic. The formula should look something like the one in the attached wordfile.
Thx.
does anyone know if Eviews can calculate a bootstrapped skewness adjusted t-statistic. The formula should look something like the one in the attached wordfile.
Thx.
- Sun Mar 22, 2009 2:29 am
- Forum: Programming
- Topic: Constraint that sum of coefficients equals 1
- Replies: 16
- Views: 33580
Re: Constraint that sum of coefficients equals 1
we have worked the problem out with the following solution c = 0 equation eq7.ls dlcol_sva = c(1) + (exp(c(2))/(1+exp(c(2))) * (dlhotelr_ind - dlus_s_va)) + (exp(c(3))/(1+exp(c(3))) * (dloffr_ind - dlus_s_va)) + (exp(c(4))/(1+exp(c(4))) * (dlresr_ind - dlus_s_va)) + (exp(c(5))/(1+exp(c(5))) * (dlspe...
- Tue Mar 17, 2009 6:42 am
- Forum: Programming
- Topic: Constraint that sum of coefficients equals 1
- Replies: 16
- Views: 33580
Re: Constraint that sum of coefficients equals 1
please see equation 4 of the attached workfile
- Mon Mar 16, 2009 3:09 pm
- Forum: Programming
- Topic: Constraint that sum of coefficients equals 1
- Replies: 16
- Views: 33580
Re: Constraint that sum of coefficients equals 1
I do not understand the commment as exp(x) / (exp (x) + exp (y)) and exp(y) / (exp (x) + exp (y)) should in my opinion nevertheless be one (at least in excel they are). Can you please explain in more detail? Can you for sure confirm that Eviews is able to work in those constraints in the regression ...
- Mon Mar 16, 2009 12:06 pm
- Forum: Programming
- Topic: Constraint that sum of coefficients equals 1
- Replies: 16
- Views: 33580
Re: Constraint that sum of coefficients equals 1
we have plugged in the following formula but the coefficients still do not add up to 1 - any suggestions?
dlcolonial_prop_apt = (exp(c(2))/(exp(c(2))+exp(c(3))))*dlhotelreits_ind+ (exp(c(3))/(exp(c(2))+exp(c(3))))*dloffreits_ind
dlcolonial_prop_apt = (exp(c(2))/(exp(c(2))+exp(c(3))))*dlhotelreits_ind+ (exp(c(3))/(exp(c(2))+exp(c(3))))*dloffreits_ind
- Sun Mar 15, 2009 1:54 am
- Forum: Programming
- Topic: Constraint that sum of coefficients equals 1
- Replies: 16
- Views: 33580
Re: Constraint that sum of coefficients equals 1
Gareth can you please clarifiy how the "hack" works. It do not in particular understand the exp in this context. thx
Code: Select all
ai = exp( bi ) / ( exp( b1 ) + exp( b2 ) + ... + exp( bk ) )
Code: Select all
ai = exp( bi ) / ( exp( b1 ) + exp( b2 ) + ... + exp( bk ) )
- Fri Mar 13, 2009 11:10 am
- Forum: Programming
- Topic: Constraint that sum of coefficients equals 1
- Replies: 16
- Views: 33580
Constraint that sum of coefficients equals 1
Hi,
we are trying to do add two contstraints to a linear regression so that all coefficients sum up to 1 and that all coefficients are positive. Can anyone help?
Thanks.
we are trying to do add two contstraints to a linear regression so that all coefficients sum up to 1 and that all coefficients are positive. Can anyone help?
Thanks.
