Understanding in-/out-degree popularity correctly #14
Replies: 2 comments
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Dear Zhiya Zuo,
For this type of question we have an email discussion list, which just yesterday was transferred to https://groups.io/g/RSiena.
May I suggest you to register in this list and then to pose the question there?
Best regards,
Tom
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Tom A.B. Snijders
Professor of Statistics and Methodology
Department of Sociology, University of Groningen
Emeritus Fellow, Nuffield College, University of Oxford
Associate Member, Dept. of Statistics, University of Oxford
From: Zhiya Zuo <notifications@github.com>
Sent: 10 November 2020 12:50
To: snlab-nl/rsiena <rsiena@noreply.github.com>
Cc: Subscribed <subscribed@noreply.github.com>
Subject: [snlab-nl/rsiena] Understanding in-/out-degree popularity correctly (#14)
First of all, I really appreciate your efforts in building this package! It is amazing and helpful to do social network research.
I have a hard time understanding the definition of indegree popularity (or outdegree). It is defined as
[Image removed by sender.]<https://www.codecogs.com/eqnedit.php?latex=inPop&space;=&space;\sum_j&space;x_%7bij%7d&space;x_%7b+j%7d>,
which is the sum of indegree of the alters of an ego.
The positive coefficient of inPop is interpreted as tending to attract more ties to the ego (focal node i). I wonder why this is the case? I feel like the indegree of the node itself would be a more direct nodal effect on this interpretation. I am confused. May I ask for some guidance over this? Thank you.
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jhollway
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Thank you for the information Tom. I've just composed a new topic in the email list and close this comment. |
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First of all, I really appreciate your efforts in building this package! It is amazing and helpful to do social network research.
I have a hard time understanding the definition of indegree popularity (or outdegree). It is defined as
,
which is the sum of indegree of the alters of an ego.
The positive coefficient of
inPop
is interpreted as tending to attract more ties to the ego (focal nodei
). I wonder why this is the case? I feel like the indegree of the node itself would be a more direct nodal effect on this interpretation. I am confused. May I ask for some guidance over this? Thank you.Beta Was this translation helpful? Give feedback.
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