Uniform Design Based On Centered L2 Discrepancy -- Un(ns)

Factors  
2 3 4 5 6 7 8 9 10 11 12 13 14 15
16 17 18 19 20 21 22 23 24 25 26 27 28 29
These designs are obtained by threshold accepting algorithm and can be not optimal. More details can be refered to the Technical Report MATH-233, Hong Kong Baptist University.

Centered L2 Discrepancy of Random Sampling and Latin Hypercube Design, and Construction of Uniform Designs

by Kai-Tai Fang, Chang-Xing Ma, and Peter Winker. 

2 factors  



3 runs
4 runs
5 runs
6 runs
7 runs
8 runs
9 runs
10 runs
11 runs
12 runs
13 runs
14 runs
15 runs
16 runs
17 runs
18 runs
19 runs
20 runs
21 runs
22 runs
23 runs
24 runs
25 runs
26 runs
27 runs
28 runs
29 runs
30 runs
 

3 factors     




4 runs
5 runs
6 runs
7 runs
8 runs
9 runs
10 runs
11 runs
12 runs
13 runs
14 runs
15 runs
16 runs
17 runs
18 runs
19 runs
20 runs
21 runs
22 runs
23 runs
24 runs
25 runs
26 runs
27 runs
28 runs
29 runs
30 runs

4 factors     




5 runs
6 runs
7 runs
8 runs
9 runs
10 runs
11 runs
12 runs
13 runs
14 runs
15 runs
16 runs
17 runs
18 runs
19 runs
20 runs
21 runs
22 runs
23 runs
24 runs
25 runs
26 runs
27 runs
28 runs
29 runs
30 runs
 

5 factors     

 





6 runs
7 runs
8 runs
9 runs
10 runs
11 runs
12 runs
13 runs
14 runs
15 runs
16 runs
17 runs
18 runs
19 runs
20 runs
21 runs
22 runs
23 runs
24 runs
25 runs
26 runs
27 runs
28 runs
29 runs
30 runs
 

6 factors     







7 runs
8 runs
9 runs
10 runs
11 runs
12 runs
13 runs
14 runs
15 runs
16 runs
17 runs
18 runs
19 runs
20 runs
21 runs
22 runs
23 runs
24 runs
25 runs
26 runs
27 runs
28 runs
29 runs
30 runs
 

7 factors     








8 runs
9 runs
10 runs
11 runs
12 runs
13 runs
14 runs
15 runs
16 runs
17 runs
18 runs
19 runs
20 runs
21 runs
22 runs
23 runs
24 runs
25 runs
26 runs
27 runs
28 runs
29 runs
30 runs
 

8 factors    








 
9 runs
10 runs
11 runs
12 runs
13 runs
14 runs
15 runs
16 runs
17 runs
18 runs
19 runs
20 runs
21 runs
22 runs
23 runs
24 runs
25 runs
26 runs
27 runs
28 runs
29 runs
30 runs
 

9 factors    










10 runs
11 runs
12 runs
13 runs
14 runs
15 runs
16 runs
17 runs
18 runs
19 runs
20 runs
21 runs
22 runs
23 runs
24 runs
25 runs
26 runs
27 runs
28 runs
29 runs
30 runs
 

10 factors    

11 runs
12 runs
13 runs
14 runs
15 runs
16 runs
17 runs
18 runs
19 runs
20 runs
21 runs
22 runs
23 runs
24 runs
25 runs
26 runs
27 runs
28 runs
29 runs
30 runs
 

11 factors   


12 runs
13 runs
14 runs
15 runs
16 runs
17 runs
18 runs
19 runs
20 runs
21 runs
22 runs
23 runs
24 runs
25 runs
26 runs
27 runs
28 runs
29 runs
30 runs
 

12 factors    


 
13 runs
14 runs
15 runs
16 runs
17 runs
18 runs
19 runs
20 runs
21 runs
22 runs
23 runs
24 runs
25 runs
26 runs
27 runs
28 runs
29 runs
30 runs
 

13 factors    




14 runs
15 runs
16 runs
17 runs
18 runs
19 runs
20 runs
21 runs
22 runs
23 runs
24 runs
25 runs
26 runs
27 runs
28 runs
29 runs
30 runs
 

14 factors   





15 runs
16 runs
17 runs
18 runs
19 runs
20 runs
21 runs
22 runs
23 runs
24 runs
25 runs
26 runs
27 runs
28 runs
29 runs
30 runs
 

15 factors    






16 runs
17 runs
18 runs
19 runs
20 runs
21 runs
22 runs
23 runs
24 runs
25 runs
26 runs
27 runs
28 runs
29 runs
30 runs
 

16 factors    







17 runs
18 runs
19 runs
20 runs
21 runs
22 runs
23 runs
24 runs
25 runs
26 runs
27 runs
28 runs
29 runs
30 runs
 

17 factors    








18 runs
19 runs
20 runs
21 runs
22 runs
23 runs
24 runs
25 runs
26 runs
27 runs
28 runs
29 runs
30 runs
 

18 factors    









19 runs
20 runs
21 runs
22 runs
23 runs
24 runs
25 runs
26 runs
27 runs
28 runs
29 runs
30 runs
 

19 factors    










20 runs
21 runs
22 runs
23 runs
24 runs
25 runs
26 runs
27 runs
28 runs
29 runs
30 runs
 

20 factors    

21 runs
22 runs
23 runs
24 runs
25 runs
26 runs
27 runs
28 runs
29 runs
30 runs
 

21 factors    


22 runs
23 runs
24 runs
25 runs
26 runs
27 runs
28 runs
29 runs
30 runs
 

22 factors    



23 runs
24 runs
25 runs
26 runs
27 runs
28 runs
29 runs
30 runs
 

23 factors    




24 runs
25 runs
26 runs
27 runs
28 runs
29 runs
30 runs
 

24 factors    





25 runs
26 runs
27 runs
28 runs
29 runs
30 runs
 

25 factors    






26 runs
27 runs
28 runs
29 runs
30 runs
 

26 factors    






27 runs
28 runs
29 runs
30 runs
 

27, 28, 29 factors     

27 factors
28 runs & 27 factors
29 runs & 27 factors
30 runs & 27 factors
28 factors
29 runs & 28 factors
30 runs & 28 factors
29 factors

30 runs & 29 factors

This page is maintained by Chang-Xing Ma
Last update : Wednesday, 14-Sep-1999 10:58:02 HKT