konect logo
KONECT
KONECT > Networks > Chess

Chess

About this network

These are results of chess games. Each node is a chess player, and a directed edge represents a game, with the white player having an outgoing edge and the black player having an ingoing edge. The weight of the edge represents the outcome (+1 white won, 0 draw, -1 black won). The dataset is anonymous: the identity of the players is unknown, and timestamps are approximate. Timestamps are given to a one month precision, and may have been shifted towards the future by an unknown amount.

Network info

CodeCH
Category Interaction
Data source https://www.kaggle.com/c/chess/data
Vertex type Player
Edge type Game
FormatDirected: Edges are directed Directed
Edge weightsMultiple signed: Multiple, signed edges are possible Multiple signed
Metadata Zero weights:  Edges may have a weight of zero Zero weightTimestamps:  Edges are annotated with a timestamps Timestamps
Size7,301 vertices (players)
Volume65,053 edges (games)
Unique volume34,564 edges (games)
Average degree (overall)17.820 edges / vertex
Fill0.00074105 edges / vertex2
Maximum degree280 edges
Reciprocity7.13%
Size of LCC7,115 vertices
Size of LSCC4,738 vertices
Wedge count2,588,788
Claw count16,498,559
Triangle count108,595
Square count324,301
4-tour count6,216,178
Power law exponent (estimated) with dmin3.0710 (dmin = 24)
Gini coefficient59.1%
Relative edge distribution entropy92.9%
Assortativity0.30620
Clustering coefficient12.6%
Diameter13 edges
90-percentile effective diameter4.83 edges
Mean shortest path length3.95 edges
Spectral norm18.856
Algebraic connectivity0.085875
Preferential attachment exponent0.93294 (ε = 4.5358)
Temporal distribution of the Chess network
Temporal distribution
Degree distribution of the Chess network
Degree distribution
Outdegree distribution of the Chess network
Outdegree distribution
Indegree distribution of the Chess network
Indegree distribution
Degree distribution of the Chess network
Degree distribution
Outdegree distribution of the Chess network
Outdegree distribution
Indegree distribution of the Chess network
Indegree distribution

Out/indegree comparison

Out/indegree comparison of the Chess network
Out/indegree comparison
Degree distribution of the Chess network
Degree distribution
Outdegree distribution of the Chess network
Outdegree distribution
Indegree distribution of the Chess network
Indegree distribution
Degree distribution of the Chess network
Degree distribution
Outdegree distribution of the Chess network
Outdegree distribution
Indegree distribution of the Chess network
Indegree distribution
Clustering coefficient distribution of the Chess network
Clustering coefficient distribution
Distance distribution of the Chess network
Distance distribution
Distance distribution on a logistic scale of the Chess network
Distance distribution on a logistic scale
Temporal distance distribution of the Chess network
Temporal distance distribution
Top-k eigenvalues of A of the Chess network
Top-k eigenvalues of A
Top-k eigenvalues of N of the Chess network
Top-k eigenvalues of N
Top-k eigenvalues of L of the Chess network
Top-k eigenvalues of L
Spectral distribution of the eigenvalues of A of the Chess network
Spectral distribution of the eigenvalues of A
Spectral distribution of the eigenvalues of N of the Chess network
Spectral distribution of the eigenvalues of N
Spectral distribution of the eigenvalues of L of the Chess network
Spectral distribution of the eigenvalues of L
Cumulative spectral distribution of A of the Chess network
Cumulative spectral distribution of A
Cumulative spectral distribution of N of the Chess network
Cumulative spectral distribution of N
Cumulative spectral distribution of L of the Chess network
Cumulative spectral distribution of L
Complex eigenvalues of the asymmetric adjacency matrix of the Chess network
Complex eigenvalues of the asymmetric adjacency matrix

Downloads

TSV file:downloadchess.tar.bz2 (266.72 KiB)

References

[1] Chess network dataset -- KONECT, October 2016. [ http ]

BibTeX