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3. Although their generality, there is still a clear gap between the query performance of the ( TS ) and
( BS ) encoding schemes in comparison with the tailored relational encoding scheme ( RS ) of the
RDF data. However, designing a tailored relational schema requires a detailed information about
the structure of the represented objects in the RDF dataset. Such information is not always avail-
able and designing a tailored relational schema limits the schema-free advantage of the RDF data
because any new object with a variant schema will require applying a change in the schema of the
underlying relational structure. Hence, we believe that there is still required efforts to improve the
performance of these generic relational RDF storages and reduce the query performance gap with
the tailored relational encoding schemes.
4. The property tables encoding schemes ( PS ) are trying to fill the gap between the generic encoding
schemes ( TS and BS ) and the tailored encoding schemes ( RS ). The results of our experiments show
that the ( PS ) encoding scheme can achieve a comparable query performance to the ( RS ) encoding
scheme. However, designing the schema of the property tables requires either explicit or implicit
Table 4. A comparison between the alternative relational RDF storage techniques in terms of their
storage cost
Storage Cost (in KB)
Dataset
Triple Stores
Binary Tables
Traditional Relational
Property Tables
500K
24721
32120
8175
10225
1M
48142
64214
17820
21200
2M
96251
128634
36125
43450
4M
192842
257412
73500
86200
Table 5. A comparison between the alternative relational RDF storage techniques in terms of their query
performance (in milliseconds)
1M
2M
4M
TS
BS
RS
PS
TS
BS
RS
PS
TS
BS
RS
PS
Q1
1031
1292
606
701
1982
2208
1008
1262
3651
3807
1988
2108
Q2
1672
1511
776
1109
2982
3012
1606
1987
5402
5601
2308
3783
Q3a
982
1106
61
116
1683
1873
102
198
3022
3342
191
354
Q3b
754
883
46
76
1343
1408
87
132
2063
2203
176
218
Q3c
1106
1224
97
118
1918
2109
209
275
3602
3874
448
684
Q4
21402
21292
11876
14116
38951
37642
20192
25019
66354
64119
39964
48116
Q5
1452
1292
798
932
2754
2598
1504
1786
5011
4806
3116
35612
Q6
2042
1998
1889
2109
3981
3966
3786
4407
7011
6986
6685
8209
Q7
592
30445
412
773
1102
58556
776
1546
2004
116432
1393
2665
Q8
9013
8651
1683
1918
15932
13006
3409
3902
27611
24412
8012
8609
Q9
2502
15311
654
887
4894
26113
1309
1461
9311
37511
2204
2671
Q10
383
596
284
387
714
1117
554
708
1306
2013
1109
1507
Q11
762
514
306
398
1209
961
614
765
2111
1704
1079
1461
 
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