From cottrell@wfu.edu Fri Nov 12 21:08:26 2010 From: Allin Cottrell To: gretl-users@gretlml.univpm.it Subject: Re: [Gretl-users] Getting the restricted parameters estimates Date: Fri, 12 Nov 2010 21:08:25 -0500 Message-ID: In-Reply-To: =?utf-8?q?30272=5F1289483273=5FoABDlrNo030934=5FAANLkTin0swLoFb?= =?utf-8?q?OaMVQGmACiA-XOVux3qs4jGZqULHYy=40mail=2Egmail=2Ecom?= MIME-Version: 1.0 Content-Type: multipart/mixed; boundary="===============0511037617467533150==" --===============0511037617467533150== Content-Type: text/plain; charset="utf-8" Content-Transfer-Encoding: 7bit On Thu, 11 Nov 2010, Henrique Andrade wrote: > I'm estimating a instrumental variable model and I > need to test some restrictions. Please take a look > at my script: > > > > Everything works fine, but I need the estimated > parameters of the restricted model. Is this > possible? gretl will do that automatically for you only if you're using OLS. But you can do it yourself: y = b1 + b2*x2 + b3*x3 + u H0: b2 + b3 = 1 => b3 = 1 - b2 => y = b1 + b2*x2 + (1 - b2)*x3 + u => (y - x3) = b1 + b2*(x2 - x3) + u So: y = E - PUS x = PAU - PUS tsls y const x ; const Allin Cottrell --===============0511037617467533150==-- From simplice_peace@yahoo.com Mon Nov 15 18:18:08 2010 From: Anutechia Asongu To: gretl-users@gretlml.univpm.it Subject: [Gretl-users] Do we test for unit root in Dummy variables Date: Mon, 15 Nov 2010 15:18:02 -0800 Message-ID: <365396.12622.qm@web110308.mail.gq1.yahoo.com> In-Reply-To: Pine.A41.4.58.1011122102140.311696@f1n11.sp2net.wfu.edu Content-Type: multipart/mixed; boundary="===============8221146752387824272==" --===============8221146752387824272== Content-Type: text/html Content-Transfer-Encoding: base64 Content-Disposition: attachment; filename="attachment.html" MIME-Version: 1.0 PHRhYmxlIGNlbGxzcGFjaW5nPSIwIiBjZWxscGFkZGluZz0iMCIgYm9yZGVyPSIwIiA+PHRyPjx0 ZCB2YWxpZ249InRvcCIgc3R5bGU9ImZvbnQ6IGluaGVyaXQ7Ij5IaSBBbGwsPGJyPiZuYnNwOyZu YnNwOyZuYnNwOyZuYnNwOyZuYnNwOyZuYnNwOyZuYnNwOyZuYnNwOyBJIHdpc2ggdG8ga25vdyBp ZiB3ZSB0ZXN0IGZvciB1bml0IHJvb3QgaW4gZHVtbXkgdmFyaWFibGVzLjxicj4mbmJzcDsmbmJz cDsmbmJzcDsmbmJzcDsmbmJzcDsmbmJzcDsmbmJzcDsmbmJzcDsmbmJzcDsgVGhhbmtzPGJyPjxi cj48YnI+LS0tIE9uIDxiPkZyaSwgMTEvMTIvMTAsIEFsbGluIENvdHRyZWxsIDxpPiZsdDtjb3R0 cmVsbEB3ZnUuZWR1Jmd0OzwvaT48L2I+IHdyb3RlOjxicj48YmxvY2txdW90ZSBzdHlsZT0iYm9y ZGVyLWxlZnQ6IDJweCBzb2xpZCByZ2IoMTYsIDE2LCAyNTUpOyBtYXJnaW4tbGVmdDogNXB4OyBw YWRkaW5nLWxlZnQ6IDVweDsiPjxicj5Gcm9tOiBBbGxpbiBDb3R0cmVsbCAmbHQ7Y290dHJlbGxA d2Z1LmVkdSZndDs8YnI+U3ViamVjdDogUmU6IFtHcmV0bC11c2Vyc10gR2V0dGluZyB0aGUgcmVz dHJpY3RlZCBwYXJhbWV0ZXJzIGVzdGltYXRlczxicj5UbzogIkdyZXRsIGxpc3QiICZsdDtncmV0 bC11c2Vyc0BsaXN0cy53ZnUuZWR1Jmd0Ozxicj5EYXRlOiBGcmlkYXksIE5vdmVtYmVyIDEyLCAy MDEwLCA2OjA4IFBNPGJyPjxicj48ZGl2IGNsYXNzPSJwbGFpbk1haWwiPk9uIFRodSwgMTEgTm92 IDIwMTAsIEhlbnJpcXVlIEFuZHJhZGUgd3JvdGU6PGJyPjxicj4mZ3Q7IEknbSBlc3RpbWF0aW5n IGEgaW5zdHJ1bWVudGFsIHZhcmlhYmxlIG1vZGVsIGFuZCBJPGJyPiZndDsgbmVlZCB0byB0ZXN0 IHNvbWUgcmVzdHJpY3Rpb25zLiBQbGVhc2UgdGFrZSBhIGxvb2s8YnI+Jmd0OyBhdCBteSBzY3Jp cHQ6PGJyPiZndDs8YnI+Jmd0OyAmbHQ7c2NyaXB0Jmd0Ozxicj4mZ3Q7IG9wZW4KIGF1c3RyYWxp YS5nZHQ8YnI+Jmd0Ozxicj4mZ3Q7ICMgVFNMUzxicj4mZ3Q7IHRzbHMgRSBjb25zdCBQQVUgUFVT IDsgY29uc3QgUEFVKC0xKSBQVVMoLTEpPGJyPiZndDsgcmVzdHJpY3Q8YnI+Jmd0OyBiWzJdICsg YlszXSA9IDE8YnI+Jmd0OyBlbmQgcmVzdHJpY3Q8YnI+Jmd0OyAmbHQ7L3NjcmlwdCZndDs8YnI+ Jmd0Ozxicj4mZ3Q7IEV2ZXJ5dGhpbmcgd29ya3MgZmluZSwgYnV0IEkgbmVlZCB0aGUgZXN0aW1h dGVkPGJyPiZndDsgcGFyYW1ldGVycyBvZiB0aGUgcmVzdHJpY3RlZCBtb2RlbC4gSXMgdGhpczxi cj4mZ3Q7IHBvc3NpYmxlPzxicj48YnI+Z3JldGwgd2lsbCBkbyB0aGF0IGF1dG9tYXRpY2FsbHkg Zm9yIHlvdSBvbmx5IGlmIHlvdSdyZSB1c2luZyBPTFMuPGJyPkJ1dCB5b3UgY2FuIGRvIGl0IHlv dXJzZWxmOjxicj48YnI+eSA9IGIxICsgYjIqeDIgKyBiMyp4MyArIHU8YnI+PGJyPkgwOiBiMiAr IGIzID0gMTxicj48YnI+PSZndDsgYjMgPSAxIC0gYjI8YnI+PSZndDsgeSA9IGIxICsgYjIqeDIg KyAoMSAtIGIyKSp4MyArIHU8YnI+PSZndDsgKHkgLSB4MykgPSBiMSArIGIyKih4MiAtIHgzKSAr IHU8YnI+PGJyPlNvOjxicj48YnI+eSA9IEUgLSBQVVM8YnI+eCA9IFBBVSAtIFBVUzxicj50c2xz IHkgY29uc3QgeCA7IGNvbnN0ICZsdDt5b3VyIGluc3RydW1lbnRzIGhlcmUmZ3Q7PGJyPjxicj5B bGxpbiBDb3R0cmVsbDxicj48YnI+PGJyPl9fX19fX19fX19fX19fX19fX19fX19fX19fX19fX19f X19fX19fX19fX19fX19fPGJyPkdyZXRsLXVzZXJzIG1haWxpbmcgbGlzdDxicj48YSB5bWFpbHRv PSJtYWlsdG86R3JldGwtdXNlcnNAbGlzdHMud2Z1LmVkdSIgaHJlZj0iL21jL2NvbXBvc2U/dG89 R3JldGwtdXNlcnNAbGlzdHMud2Z1LmVkdSI+R3JldGwtdXNlcnNAbGlzdHMud2Z1LmVkdTwvYT48 YnI+PGEKIGhyZWY9Imh0dHA6Ly9saXN0cy53ZnUuZWR1L21haWxtYW4vbGlzdGluZm8vZ3JldGwt dXNlcnMiIHRhcmdldD0iX2JsYW5rIj5odHRwOi8vbGlzdHMud2Z1LmVkdS9tYWlsbWFuL2xpc3Rp bmZvL2dyZXRsLXVzZXJzPC9hPjxicj48L2Rpdj48L2Jsb2NrcXVvdGU+PC90ZD48L3RyPjwvdGFi bGU+PGJyPgoKICAgICAg --===============8221146752387824272==--