| Halfak added a comment. |
If I understand correctly, what you want are just the probabilities for P3 and P5.
Nope. We want all. We need to know how important the statements are that exist as well as how important the statements that don't exist are.
In your example need to compute (p(P3) + p(P5)) / (p(P1) + p(P2) + p(P3) + p(P4) + p(P5) + p(P6) + p(P7)). The proportion of potential "probability" that is covered by the current statements (completeness). 1 - completeness = missingness. Remember that in a modeling context, this value doesn't need to be perfect. It needs to care useful *signal* of what constitutes a high quality item.
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Cc: Sjoerddebruin, daniel, aude, WMDE-leszek, hoo, Lydia_Pintscher, Halfak, Glorian_WD, Aklapper, GoranSMilovanovic, Adik2382, Th3d3v1ls, Ramalepe, Liugev6, QZanden, Sethakill, Lewizho99, Maathavan, dg711, Izno, Wikidata-bugs, jayvdb, Anomie, Mbch331, Legoktm
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