From: A modified three-term PRP conjugate gradient algorithm for optimization models
No. | Problems | \(\boldsymbol{x_{0}}\) |
---|---|---|
1 | Extended Freudenstein and Roth function | [0.5,−2,…,0.5,−2] |
2 | Extended trigonometric function | [0.2,0.2,…,0.2] |
3 | Extended Rosenbrock function | [−1.2,1,−1.2,1,…,−1.2,1] |
4 | Extended White and Holst function | [−1.2,1,−1.2,1,…,−1.2,1] |
5 | Extended Beale function | [1,0.8,…,1,0.8] |
6 | Extended penalty function | [1,2,3,…,n] |
7 | Perturbed quadratic function | [0.5,0.5,…,0.5] |
8 | Raydan 1 function | [1,1,…,1] |
9 | Raydan 2 function | [1,1,…,1] |
10 | Diagonal 1 function | [1/n,1/n,…,1/n] |
11 | Diagonal 2 function | [1/1,1/2,…,1/n] |
12 | Diagonal 3 function | [1,1,…,1] |
13 | Hager function | [1,1,…,1] |
14 | Generalized tridiagonal 1 function | [2,2,…,2] |
15 | Extended tridiagonal 1 function | [2,2,…,2] |
16 | Extended three exponential terms function | [0.1,0.1,…,0.1] |
17 | Generalized tridiagonal 2 function | [−1,−1,…,−1,−1] |
18 | Diagonal 4 function | [1,1,…,1,1] |
19 | Diagonal 5 function | [1.1,1.1,…,1.1] |
20 | Extended Himmelblau function | [1,1,…,1] |
21 | Generalized PSC1 function | [3,0.1,…,3,0.1] |
22 | Extended PSC1 function | [3,0.1,…,3,0.1] |
23 | Extended Powell function | [3,−1,0,1,…] |
24 | Extended block diagonal BD1 function | [0.1,0.1,…,0.1] |
25 | Extended Maratos function | [1.1,0.1,…,1.1,0.1] |
26 | Extended Cliff function | [0,−1,…,0,−1] |
27 | Quadratic diagonal perturbed function | [0.5,0.5,…,0.5] |
28 | Extended Wood function | [−3,−1,−3,−1,…,−3,−1] |
29 | Extended Hiebert function | [0,0,…,0] |
30 | Quadratic QF1 function | [1,1,…,1] |
31 | Extended quadratic penalty QP1 function | [1,1,…,1] |
32 | Extended quadratic penalty QP2 function | [1,1,…,1] |
33 | Quadratic QF2 function | [0.5,0.5,…,0.5] |
34 | Extended EP1 function | [1.5.,1.5.,…,1.5] |
35 | Extended tridiagonal-2 function | [1,1,…,1] |
36 | BDQRTIC function (CUTE) | [1,1,…,1] |
37 | TRIDIA function (CUTE) | [1,1,…,1] |
38 | ARWHEAD function (CUTE) | [1,1,…,1] |
39 | NONDIA (Shanno-78) function (CUTE) | [−1,−1,…,−1] |
40 | NONDQUAR function (CUTE) | [1,−1,1,−1,…,1,−1] |
41 | DQDRTIC function (CUTEr) | [3,3,3...,3] |
42 | EG2 function (CUTE) | [1,1,1...,1] |
43 | DIXMAANA function (CUTE) | [2,2,2,…,2] |
44 | DIXMAANB function (CUTE) | [2,2,2,…,2] |
45 | DIXMAANC function (CUTE) | [2,2,2,…,2] |
46 | DIXMAANE function (CUTE) | [2,2,2,…,2] |
47 | Partial perturbed quadratic function | [0.5,0.5,…,0.5] |
48 | Broyden tridiagonal function | [−1,−1,…,−1] |
49 | Almost perturbed quadratic function | [0.5,0.5,…,0.5] |
50 | Tridiagonal perturbed quadratic function | [0.5,0.5,…,0.5] |
51 | EDENSCH function (CUTE) | [0,0,…,0] |
52 | VARDIM function (CUTE) | [1 − 1/n,1 − 2/n,…,1 − n/n] |
53 | STAIRCASE S1 function | [1,1,…,1] |
54 | LIARWHD function (CUTEr) | [4,4,…,4] |
55 | DIAGONAL 6 function | [1,1,…,1] |
56 | DIXON3DQ function (CUTE) | [−1,−1,…,−1] |
57 | DIXMAANF function (CUTE) | [2,2,2,…,2] |
58 | DIXMAANG function (CUTE) | [2,2,2,…,2] |
59 | DIXMAANH function (CUTE) | [2,2,2,…,2] |
60 | DIXMAANI function (CUTE) | [2,2,2,…,2] |
61 | DIXMAANJ function (CUTE) | [2,2,2,…,2] |
62 | DIXMAANK function (CUTE) | [2,2,2,…,2] |
63 | DIXMAANL function (CUTE) | [2,2,2,…,2] |
64 | DIXMAAND function (CUTE) | [2,2,2,…,2] |
65 | ENGVAL1 function (CUTE) | [2,2,2,…,2] |
66 | FLETCHCR function (CUTE) | [0,0,…,0] |
67 | COSINE function (CUTE) | [1,1,…,1] |
68 | Extended DENSCHNB function (CUTE) | [1,1,…,1] |
69 | DENSCHNF function (CUTEr) | [2,0,2,0,…,2,0] |
70 | SINQUAD function (CUTE) | [0.1,0.1,…,0.1] |
71 | BIGGSB1 function (CUTE) | [0,0,…,0] |
72 | Partial perturbed quadratic PPQ2 function | [0.5,0.5,…,0.5] |
73 | Scaled quadratic SQ1 function | [1,2,…,n] |
74 | Scaled quadratic SQ2 function | [1,2,…,n] |