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help > RE: Graph theory measures
Aug 14, 2022 04:08 PM | liam nestor - University of Cambridge
RE: Graph theory measures
Thanks Andrew. I think I'll just have
to make a case about how graph theory measures can provide
additional insight into what might be driving the initial NBS group
differences. All the best, Liam.
Originally posted by Andrew Zalesky:
Originally posted by Andrew Zalesky:
Hi
Liam,
yes - I understand how this could be construed as potentially circular. This is because the graph analyses are performed on the subnetwork for which we have already declared to show a between-group difference.
On the other hand, the graph measure can give us insight into the between-group difference.
yes - I understand how this could be construed as potentially circular. This is because the graph analyses are performed on the subnetwork for which we have already declared to show a between-group difference.
On the other hand, the graph measure can give us insight into the between-group difference.
So I think it can
be argued in both ways - not really clear cut in my
opinion.
Andrew
Originally posted by liam nestor:
Andrew
Originally posted by liam nestor:
Many thanks Andrew. Just to clarify - I've found
82 nodes in the initial NBS where one group had significantly less
connectivity. I then used those nodes to extract graph theory
measures from in GraphVar. Path length is longer across these nodes
in the same group and the cluster coefficient is smaller. I found,
however, that some other graph theory measures across these 82
nodes (e.g., small world propensity) were not different between the
two groups.
I'm asking if there's evidence of circularity because a reviewer is saying that what I've done is circular and doesn't add anything new to the initial NBS result. All the best, Liam.
I'm asking if there's evidence of circularity because a reviewer is saying that what I've done is circular and doesn't add anything new to the initial NBS result. All the best, Liam.
Threaded View
Title | Author | Date |
---|---|---|
liam nestor | Aug 13, 2022 | |
Andrew Zalesky | Aug 14, 2022 | |
Patrick Decker | Jul 18, 2023 | |
liam nestor | Aug 14, 2022 | |
Andrew Zalesky | Aug 14, 2022 | |
liam nestor | Aug 14, 2022 | |