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From | László Sándor <sandorl@gmail.com> |
To | statalist@hsphsun2.harvard.edu |
Subject | st: spmat: banded matrix from friendship list (nlist) + another -sppack- question |
Date | Fri, 17 Jun 2011 18:51:32 -0400 |
Hi, I have another question about -sppack-. I would use it with Stata 11.2 on mac and unix. My understanding of the documentation is that -spmat import ..., nlist- does not automatically give me a banded matrix. Is this correct? http://econweb.umd.edu/~prucha/Papers/WP_spmat_2011.pdf However, I have very many people in my data from a social network, so I need to end up with a banded matrix somehow. My two related questions would be: -- Could I generate a banded matrix outside of Stata that -spmat- can -spmat use-? I did not find much guidance for that in documentation -- if it's not there, where could I read more about this? No carefully crafted text file would do, you need something binary? -- Or if I attempt a monstrous -spmat import- in order to be able to -spmat tobanded- right after that, is there any way to find a helpful sorting to do an -spmat permute-? My graph theory fails me here. I can analyze the graph extensively, I pre-digest it with networkx from networkx.lanl.gov. Finally, I learnt from Rafal's kind answer a week ago that -spmat- definitely allows asymmetric matrices. However, my problem does not allow a canonical spatial-AR application, as relevant second-order (neighbors' neighbors) links are not simply a square of the first-oder contiguity matrix etc. (FYI: I tried to explain it with the chronology of peer effects last week: previous cellmates of my current cellmates have an effect on me, by his future cellmates cannot -- though I will have an effect on them.) I would still try to use -spreg- for what I can. Can I use it considering only first-order links? (Maybe this is impossible in an SPAR framework and the most I can use is -spmat lag-?) Thank you very much, Laszlo * * For searches and help try: * http://www.stata.com/help.cgi?search * http://www.stata.com/support/statalist/faq * http://www.ats.ucla.edu/stat/stata/