RDF Graph Model
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Contents
RDF Graph Model
We propose a new formal model for representing any set of RDF triples as mathematical graphs.
Example
Triple | Subject | Predicate | Object |
---|---|---|---|
T1 | BobDylan | isMarriedTo | SaraLownds |
T2 | BarackObama | isMarriedTo | MichelleObama |
T3 | isMarriedTo | rdfs:subPropertyOf | isSpouseOf |
T4 | BobDylan | isSpouseOf | SaraLownds |
T5 | BarackObama | isSpouseOf | MichelleObama |
For the set of RDF triples in the table above, we explain how each approach represents them in the graph.
The NLAN model
The BI model
eI_i
The LDM model
More complex examples
Singleton_Property approach to representing
Empirical studies
RDF Datasets
Degree distributions
LDM
BKR-SP
DBPEDIA
FREEBASE
YAGO2S-SP
NLAN
Dataset | Type | alpha | xmin | Dmin | sigma | R | p |
---|---|---|---|---|---|---|---|
BKR-SP | in | 1.933211288 | 895825 | 0.127628625 | 0.329940015 | 2.271051161 | 0.023143881 |
out | 1.343236826 | 3705 | 0.115026299 | 0.083247158 | 3.894424558 | 9.84E-05 | |
total | 1.21774704 | 491 | 0.141337886 | 0.041150323 | 3.228857504 | 0.001242858 | |
YAGO2S-SP | in | 1.123959864 | 2 | 0.13926462 | 0.017708552 | 6.236336995 | 4.48E-10 |
out | 1.145682633 | 8 | 0.12183686 | 0.029136527 | 4.997441147 | 5.81E-07 | |
total | 1.128566546 | 4 | 0.132747188 | 0.019165569 | 5.732859944 | 9.88E-09 | |
DBPEDIA | in | 1.648887842 | 970956 | 0.10993169 | 0.205196353 | 1.899457176 | 0.057504392 |
out | 1.668078604 | 715028 | 0.128189532 | 0.222692868 | 2.574136552 | 0.01004906 | |
total | 1.566221177 | 649090 | 0.147983393 | 0.163453975 | 1.774194648 | 0.076030959 | |
FREEBASE | in | 1.176440054 | 410 | 0.117914742 | 0.028622356 | 4.937155187 | 7.93E-07 |
out | 1.10925354 | 1 | 0.119199458 | 0.015007128 | 6.185548611 | 6.19E-10 | |
total | 1.148300227 | 59 | 0.123663745 | 0.0223571 | 5.311427686 | 1.09E-07 |