GMM stimation

[rogerioms]

Hi,
how I turn the following system for gmm

(ibov*sdf_st)-(1-c(1))
(poup*sdf_st)-(1-c(2))
(ser01*sdf_st)-(1-c(3))

@inst ser01(-1) poup(-1) ibov(-1)

in the programming window? I want to do that because I need to insert a loop that is going ser01 to ser83 and I still want to insert a wald test that jointly
C(1)=0, c(2)=0 and c(3)=0

a sketch would be

for i=1 to 83
equation sei_la.gmm( ) (ibov*sdf_st)-(1-c(1)) (poup*sdf_st)-(1-c(2)) (ser0&"i"*sdf_st)-(1-c(3)) @ ser0&"i"(-1) poup(-1) ibov(-1)
vector(83) var1(i)=@coefs(1) var2(i)=@coefs(2) var3(i)=@coefs(3)
vector(83) t1(i)=@tstats(1) t2(i)=@tstats(2) t3(i)=@tstats(3)

wald c(1)=0, c(2)=0, c(3)=0
vector(83) waldtest(1)=tstatsofwaldtest( )
endfor

thanks in advance

[EViews Gareth]

It isn't quite clear what you're trying to do. The first part of your question seems to indicate you're estimating a system, yet the code you gave indicates you're estimating a (single) equation.

If you're trying to estimate a system programmatically, then you want something like:

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system s s.append (ibov*sdf_st)-(1-c(1)) s.append (poup*sdf_st)-(1-c(2)) s.append (ser01*sdf_st)-(1-c(3)) s.append @inst ser01(-1) poup(-1) ibov(-1) s.gmm

[rogerioms]

yes, I am stimating a system, but how do I put the arguments in GMM in that form? and how I can change the series in a loop, for exmplo ser01 to ser83?

[EViews Gareth]

What arguments?

To change ser01 you can change:

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s.append @inst ser01(-1) poup(-1) ibov(-1)

to be:

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s.append @inst ser!i(-1) poup(-1) ibov(-1)

[rogerioms]

gmm=2sls for example, I want to stimate the system GMM using Identity matrix estimation weights - 2SLS coefs with GMM standard errors

[rogerioms]

i would like to stimate like this

[EViews Gareth]

Just look up the system gmm estimation section of the command reference. It lists the full set of options.

[rogerioms]

where am i put gmm=2sls in this code

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scalar i for !i=1 to 83 system s s.append (ibov*sdf_st)-(1-c(1)) s.append (poup*sdf_st)-(1-c(2)) s.append (ser!i*sdf_st)-(1-c(3)) s.append @inst ser!i(-1) poup(-1) ibov(-1) s.gmm @gmm=2sls s.wald c(1)=0, c(2)=0, c(3)=0 next

[rogerioms]

Instead of the "Linear estimation after one-step weighting standard matrix", I would like to estimate using "Identity matrix estimation weights - 2SLS coefs with GMM standard errors", in other words, if I was using the graphic method instead of programming I would be as if I chose the option of the illustration above

Thanks in advance!!!

[rogerioms]

can nobody help me?

[rogerioms]

only lack the correct specification of the gmm to estimate the routine and to save me manually of statimate very times

[EViews Gareth]

Did you try looking in the Command Reference?

[rogerioms]

yes, i did. In the Command Reference doesn't clear. I put gmm=2sls as below but that doesn't work, but when I put other arguments works, I tested several forms but none gave me the output that I receive saw graphic way

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scalar i for !i=1 to 75 system s.gmm(gmm=2sls) s.append (ibov*sdf_st)-(1-c(1)) s.append (poup*sdf_st)-(1-c(2)) s.append (stock!i*sdf_st)-(1-c(3)) s.append @inst stock!i(-1) poup(-1) ibov(-1) freeze(tabelasgmm) s.gmm(gmm=2sls) vector(75) coef1(!i)=@val(tabelasgmm(12,2)) vector(75) coef2(!i)=@val(tabelasgmm(13,2)) vector(75) coef3(!i)=@val(tabelasgmm(14,2)) vector(75) sterr1(!i)=@val(tabelasgmm(12,3)) vector(75) sterr2(!i)=@val(tabelasgmm(13,3)) vector(75) sterr3(!i)=@val(tabelasgmm(14,3)) vector(75) p1(!i)=@val(tabelasgmm(12,5)) vector(75) p2(!i)=@val(tabelasgmm(13,5)) vector(75) p3(!i)=@val(tabelasgmm(14,5)) vector(75) j(!i)=@val(tabelasgmm(17,3)) delete tabelasgmm freeze(testewald) s.wald c(1)=0, c(2)=0, c(3)=0 vector(75) estatwald(!i)=@val(testewald(6,2)) vector(75) pvaluewald(!i)=@val(testewald(6,4)) delete testewald next

[EViews Gareth]

I have no idea where you got the "gmm=2sls" bit from.

The command reference clearly says you use an "e" option for "TSLS estimates with GMM standard errors".

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s.gmm(e)