Table 2 The results of different M in our algorithm ( i.e. using different degree of nonmonotone)
From: A nonmonotone flexible filter method for nonlinear constrained optimization
|  | M  = 1 (NG-NF) | M  = 3 (NG-NF) | M  = 10 (NF) |
|---|---|---|---|
HS2 | 28-40 | 27-36 | - |
HS6 | 26-36 | 9-9 | 9-9 |
HS11 | 29-58 | 59-82 | 39-98 |
HS13 | 102-102 | 102-102 | 102-102 |
HS14 | 6-6 | 6-6 | 6-6 |
HS15 | 18-34 | 102-192 | 27-60 |
HS16 | 63-70 | 17-17 | 17-17 |
HS17 | 44-44 | 44-44 | 44-44 |
HS18 | 30-37 | 38-47 | - |
HS19 | 23-23 | 8-8 | 8-8 |
HS20 | 85-92 | 17-17 | 17-17 |