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Predictive Characteristics of Co-authorship Networks: Comparing the Unweighted, Weighted, and Bipartite Cases

   | Sep 01, 2017

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Figure 1

Example: Bipartite author-publication network and its corresponding weighted and unweighted co-authorship networks.
Example: Bipartite author-publication network and its corresponding weighted and unweighted co-authorship networks.

Figure 2

Comparison of two definitions of weighted common neighbors.
Comparison of two definitions of weighted common neighbors.

Figure 3

Example network with three paths between u and v.
Example network with three paths between u and v.

Figure 4

Hypothetical example: two cases of author–publication networks.
Hypothetical example: two cases of author–publication networks.

Figure 5

Influence of tuning parameter α on graph distance predictor (UA).
Influence of tuning parameter α on graph distance predictor (UA).

Figure 6

Comparison of Katz predictor on unweighted, weighted, and bipartite network (UA, Fmax).
Comparison of Katz predictor on unweighted, weighted, and bipartite network (UA, Fmax).

Figure 7

Comparison of Katz predictor on unweighted, weighted, and bipartite network (INF, Fmax).
Comparison of Katz predictor on unweighted, weighted, and bipartite network (INF, Fmax).

Figure 8

Comparison of Katz predictor on unweighted, weighted, and bipartite network (INF, P@20).
Comparison of Katz predictor on unweighted, weighted, and bipartite network (INF, P@20).

Figure 9

Comparison of rooted PageRank predictor on unweighted, weighted, and bipartite network (UA, Fmax).
Comparison of rooted PageRank predictor on unweighted, weighted, and bipartite network (UA, Fmax).

Figure 10

Comparison of rooted PageRank predictor on unweighted, weighted, and bipartite network (UA, P@20).
Comparison of rooted PageRank predictor on unweighted, weighted, and bipartite network (UA, P@20).

Figure 11

Comparison of rooted PageRank predictor on unweighted, weighted, and bipartite network (INF, Fmax).
Comparison of rooted PageRank predictor on unweighted, weighted, and bipartite network (INF, Fmax).

Figure 12

Comparison of rooted PageRank predictor on unweighted, weighted, and bipartite network (INF, P@20).
Comparison of rooted PageRank predictor on unweighted, weighted, and bipartite network (INF, P@20).

Descriptive statistics of the two datasets.

UAINF
TrainingNumber of authors1,102397
Number of papers7,5691,118
Average number of papers per author11.94.3
Average number of authors per paper1.71.5
TestNumber of authors1,102397
Number of papers7,9391,069
Average number of papers per author12.84.4
Average number of authors per paper1.81.6

Results for positive stability.

UAINF
FmaxP@20FmaxP@20
Reoccurrence0.590.480.610.48
Reoccurrence with weights0.591.000.610.81
Reoccurrence with author numbers0.550.520.610.57

Results for neighborhood-based predictors (UA).

UnweightedWeightedBipartite
Common neighborsFmax0.39640.39280.5866
P@20111
CosineFmax0.40250.3970.5865
P@200.14290.09520.7619

Results for neighborhood-based predictors (INF).

UnweightedWeightedBipartite
Common neighborsFmax0.40910.39350.6109
P@200.85710.57140.8095
CosineFmax0.43320.43050.6217
P@200.04760.04761
eISSN:
2543-683X
Language:
English
Publication timeframe:
4 times per year
Journal Subjects:
Computer Sciences, Information Technology, Project Management, Databases and Data Mining