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Article #328Re: time series deforestation data wanted
From: 'D. A. Scocca'
Date: Sun, 09 Jul 1995 00:00
Date: Sun, 09 Jul 1995 00:00
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On Sat, 8 Jul 1995, Frank F Kroger wrote: > It is a given that the global economy has been increasing while at the > same time deforestation has also increased. How exactly are you going > to LINK these two phenomena? > > When 2 variables are changing in a constant direction during the same time > are they therefore necessarily LINKED? Here's a sobering experiment. Take your computer, and construct 100 (or more) observations each of x and y as random walks. That is, select x(1) as a random normal, make x(2) by adding a random normal to x(1), and so forth. Pick a new random normal for y(1), and use a new set of random numbers to repeat the process to build the sequence of y's. Then regress x on y. Repeat this a few times. You will get significant effects more often than not. If you do it ten times, you'll probably get some t-statistics in the neighborhood of 5, or 7, or higher. Do this on a computer in front of a class that's learning regression, and they may manage to take away some important understanding about why you can't just run regressions to show that two time series are linked. Dave * David A. Scocca CB#3265, Hamilton Hall * * UNC Political Science Department UNC-Chapel Hill * * scocca@gibbs.oit.unc.edu Chapel Hill, NC 27599-3265 *
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X-Google-Language: ENGLISH,ASCII-7-bit X-Google-Thread: fc2f8,8405075ef4af4f5f X-Google-Attributes: gidfc2f8,public From: "'D. A. Scocca'" <scocca@gibbs.oit.unc.edu> Subject: Re: time series deforestation data wanted Date: 1995/07/09 Message-ID: <Pine.CVX.3.91.950709085644.19627A-100000@gibbs.oit.unc.edu> X-Deja-AN: 105922002 sender: sos-data@gibbs.oit.unc.edu comments: Gated by NETNEWS@AUVM.AMERICAN.EDU errors-to: irsslmgr@gibbs.oit.unc.edu precedence: bulk x-listprocessor-version: 6.0 -- ListProcessor by Anastasios Kotsikonas reply-to: scocca@gibbs.oit.unc.edu newsgroups: bit.listserv.sos-data,bit.listserv.sos-data originator: sos-data@gibbs.oit.unc.edu