Constraint Consensus Methods for Finding Strictly Feasible Points of Linear Matrix Inequalities

Table 1

Test problems.

Problem	Dimension ()	Numbers of constraints ()	Size of matrices ()	Source
1	2	4		Random
2	2	5		Random
3	2	10		Random
4	3	5		Random
5	2	17		Random
6	20	25		Random
7	20	13		Random
8	20	30		Random
9	20	40		Random
10	10	26		Random
11	15	50		Random
12	15	100		Random
13	7	8		Random
14	21	2		control1 [10]
15	66	2		control2 [10]
16	136	2		control3 [10]
17	174	2		arch0 [10]
18	13	3		hinf01 [10]
19	251	1	250	gpp250-1 [10]
20	100	1	100	mcp100 [10]
21	124	1	124	mcp124-1 [10]
22	250	1	250	mcp250-1 [10]
23	10	1	30	infd2 [10]
24	101	1	100	gpp100 [10]
25	125	1	124	gpp124-1 [10]