You signed in with another tab or window. Reload to refresh your session.You signed out in another tab or window. Reload to refresh your session.You switched accounts on another tab or window. Reload to refresh your session.Dismiss alert
Today I am trying to find "novelty" in the opencare data. I chose migration as a starting point. That turns out to have many connections:
I have two problems.
An interaction problem. Edges are too close to each other and it is difficult to select one. I can zoom, but then I lose sight of the source/target.
A data problem. Since we are interested in collective intelligence, I care mostly about edges that encode more than one co-occurrence. These edges are quite rare. The vast majority only encode one.
In order to zero in on the relevant edges, we could (a) color-code edges by number of co-occurrences; or (b) adopt a filter, same as in the full co-occurrences graph.
The text was updated successfully, but these errors were encountered:
The filter does not work well. For example, the edge between legality and safety does not get included in the graph until I crank the filter almost all the way down, and yet it encodes 7 co-occurrences. The edge between legality and migration only encodes 6, but it stays in after the former one has been filtered out.
I had a bug yesterday evening when trying to fix #15. Otherwise, the filter's progression is linear so there is some gaps for which the filter will not have any effect. Tags with numerous co-occurences are responsible for corrupting the scale.
I have replayed your example but I have different results. The edge connecting legalityand safety weights 7 co-occurrences but the one between legality and migration is much heavier, encoding 21 co-occurrences which would explain the behaviour.
You can visualise the edges' label to check the number of co-occurrences being encoded by the edge.
Today I am trying to find "novelty" in the opencare data. I chose
migration
as a starting point. That turns out to have many connections:I have two problems.
In order to zero in on the relevant edges, we could (a) color-code edges by number of co-occurrences; or (b) adopt a filter, same as in the full co-occurrences graph.
The text was updated successfully, but these errors were encountered: