That looks about right. Thomas, how do you get closeness values larger than 1? Do you scale the results by some factor? Or is the distance between co-authors not 1 in your case? With the closeness equation of C(v) = 1 / (\sum_{i \neq v} d(v, i)) where d(v, i) is the length of the shortest cost path between author v and author i and d(v, i) \geq 1, any closeness value should be between 0 and 1. Christian Düben Research Associate Chair of Macroeconomics Hamburg University Von-Melle-Park 5, Room 3102 20146 Hamburg Germany +49 40 42838 1898 christian.dueben@uni-hamburg.de http://www.christian-dueben.com -----Original Message----- From: CollEc-run <collec-run-bounces@lists.openlib.org> On Behalf Of Christian Zimmermann Sent: Dienstag, 29. Dezember 2020 19:29 To: Thomas Krichel <krichel@openlib.org> Cc: CollEc Run <collec-run@lists.openlib.org> Subject: Re: [CollEc] CollEc App Offline Thanks. I notice that the closeness number is now a millionth of what it was before. Just checking that this is correct. Christian Zimmermann FIGUGEGL! Economic Research Federal Reserve Bank of St. Louis P.O. Box 442 St. Louis MO 63166-0442 USA https://ideas.repec.org/zimm/ @CZimm_economist On Tue, 29 Dec 2020, Thomas Krichel wrote:
Christian Zimmermann writes
While we are discussing CollEc, I am still looking for the new data. And no, rsync is not a solution for me, but ftp, http and https are fine from wherever suits you.
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Cheers,
Thomas Krichel http://openlib.org/home/krichel skype:thomaskrichel
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