The overall comparison on optimization performance among all baselines in our Repo. For each problem in Synthetic difficult suites, we test each algorithms for
Problem | Rastrigin_F15 | Schaffers | Ellipsoidal_high_cond | Different_Powers | Bent_Cigar | Gallagher_21Peaks | Rosenbrock_rotated | Discus | Katsuura | Buche_Rastrigin | Rosenbrock_original | Rastrigin | Schaffers_high_cond | Weierstrass | Lunacek_bi_Rastrigin | Linear_Slope | Schwefel | Sphere | ||||||||||||||||||||||||||||||||||||
metric | Obj | Gap | FEs | Obj | Gap | FEs | Obj | Gap | FEs | Obj | Gap | FEs | Obj | Gap | FEs | Obj | Gap | FEs | Obj | Gap | FEs | Obj | Gap | FEs | Obj | Gap | FEs | Obj | Gap | FEs | Obj | Gap | FEs | Obj | Gap | FEs | Obj | Gap | FEs | Obj | Gap | FEs | Obj | Gap | FEs | Obj | Gap | FEs | Obj | Gap | FEs | Obj | Gap | FEs |
DE_DDQN | 3.341e+1 (5.982e+0) |
0.271 | 2.000e+4 (0.000e+0) |
1.334e-3 (5.618e-3) |
0.000 | 2.000e+4 (0.000e+0) |
4.462e+1 (2.191e+2) |
0.001 | 1.642e+4 (1.612e+3) |
1.128e-3 (6.236e-3) |
0.000 | 1.427e+4 (2.616e+3) |
1.081e+4 (5.039e+4) |
0.001 | 2.000e+4 (0.000e+0) |
6.768e+0 (7.738e+0) |
-0.349 | 1.899e+4 (3.471e+3) |
1.583e+0 (3.318e+0) |
0.001 | 1.950e+4 (7.097e+2) |
3.871e-1 (1.359e+0) |
0.008 | 1.845e+4 (2.781e+3) |
1.337e+0 (2.574e-1) |
0.844 | 2.000e+4 (0.000e+0) |
3.624e+1 (5.494e+0) |
0.181 | 2.000e+4 (0.000e+0) |
8.719e-1 (2.291e+0) |
0.000 | 1.959e+4 (5.403e+2) |
3.180e+1 (5.477e+0) |
0.241 | 2.000e+4 (0.000e+0) |
2.924e-3 (6.208e-3) |
0.000 | 2.000e+4 (0.000e+0) |
9.225e+0 (1.856e+0) |
0.926 | 2.000e+4 (0.000e+0) |
4.326e+1 (5.831e+0) |
0.329 | 2.000e+4 (0.000e+0) |
1.731e-1 (1.224e+0) |
0.003 | 9.533e+3 (2.484e+3) |
1.877e+0 (3.811e-1) |
0.001 | 2.000e+4 (0.000e+0) |
8.272e-9 (1.423e-9) |
0.000 | 1.095e+4 (5.183e+2) |
DEDQN | 2.065e+2 (3.400e+1) |
1.813 | 2.000e+4 (0.000e+0) |
8.541e+0 (1.316e+0) |
1.991 | 2.000e+4 (0.000e+0) |
4.306e+5 (1.932e+5) |
8.711 | 2.000e+4 (0.000e+0) |
1.300e+1 (2.769e+0) |
2.763 | 2.000e+4 (0.000e+0) |
3.086e+7 (1.173e+7) |
3.135 | 2.000e+4 (0.000e+0) |
6.287e+1 (9.941e+0) |
6.008 | 2.000e+4 (0.000e+0) |
1.264e+4 (5.231e+3) |
5.702 | 2.000e+4 (0.000e+0) |
7.702e+2 (8.658e+2) |
15.150 | 2.000e+4 (0.000e+0) |
3.458e+0 (8.248e-1) |
3.164 | 2.000e+4 (0.000e+0) |
4.356e+2 (1.153e+2) |
2.808 | 2.000e+4 (0.000e+0) |
1.423e+4 (6.853e+3) |
6.382 | 2.000e+4 (0.000e+0) |
2.236e+2 (4.656e+1) |
1.967 | 2.000e+4 (0.000e+0) |
2.966e+1 (6.526e+0) |
2.034 | 2.000e+4 (0.000e+0) |
2.160e+1 (5.361e+0) |
2.704 | 2.000e+4 (0.000e+0) |
1.686e+2 (1.811e+1) |
1.689 | 2.000e+4 (0.000e+0) |
8.269e+1 (1.679e+1) |
1.591 | 2.000e+4 (0.000e+0) |
6.412e+3 (3.474e+3) |
18.372 | 2.000e+4 (0.000e+0) |
3.401e+1 (9.416e+0) |
2.965 | 2.000e+4 (0.000e+0) |
RL_HPSDE | 5.824e+1 (9.864e+0) |
0.492 | 2.025e+4 (0.000e+0) |
1.285e+0 (3.542e-1) |
0.300 | 2.025e+4 (0.000e+0) |
2.155e+3 (1.644e+3) |
0.044 | 2.025e+4 (0.000e+0) |
1.538e-1 (1.023e-1) |
0.033 | 2.025e+4 (0.000e+0) |
1.158e+5 (8.269e+4) |
0.012 | 2.025e+4 (0.000e+0) |
5.183e+0 (4.787e+0) |
-0.529 | 2.025e+4 (0.000e+0) |
3.856e+1 (2.007e+1) |
0.017 | 2.025e+4 (0.000e+0) |
1.220e+1 (1.232e+1) |
0.240 | 2.025e+4 (0.000e+0) |
1.777e+0 (3.109e-1) |
1.326 | 2.025e+4 (0.000e+0) |
7.332e+1 (9.783e+0) |
0.425 | 2.025e+4 (0.000e+0) |
4.681e+1 (2.682e+1) |
0.021 | 2.025e+4 (0.000e+0) |
5.668e+1 (9.394e+0) |
0.465 | 2.025e+4 (0.000e+0) |
4.809e+0 (1.627e+0) |
0.330 | 2.025e+4 (0.000e+0) |
1.097e+1 (2.749e+0) |
1.177 | 2.025e+4 (0.000e+0) |
6.877e+1 (8.625e+0) |
0.605 | 2.025e+4 (0.000e+0) |
0.000e+0 (0.000e+0) |
0.000 | 6.114e+3 (1.397e+3) |
2.421e+0 (2.366e-1) |
0.003 | 2.025e+4 (0.000e+0) |
1.010e-1 (6.139e-2) |
0.009 | 2.025e+4 (0.000e+0) |
LDE | 1.570e+1 (4.845e+0) |
0.113 | 2.000e+4 (0.000e+0) |
9.637e-3 (1.480e-2) |
0.002 | 2.000e+4 (0.000e+0) |
3.436e+2 (3.376e+2) |
0.007 | 2.000e+4 (0.000e+0) |
1.974e-4 (2.009e-4) |
0.000 | 2.000e+4 (0.000e+0) |
2.044e-1 (2.601e-1) |
0.000 | 2.000e+4 (0.000e+0) |
5.485e-1 (7.929e-1) |
-1.054 | 2.000e+4 (0.000e+0) |
6.534e+0 (7.411e-1) |
0.003 | 2.000e+4 (0.000e+0) |
7.196e+0 (3.598e+0) |
0.142 | 2.000e+4 (0.000e+0) |
1.403e+0 (2.893e-1) |
0.917 | 2.000e+4 (0.000e+0) |
2.288e+1 (7.109e+0) |
0.093 | 2.000e+4 (0.000e+0) |
4.874e+0 (1.434e+0) |
0.002 | 2.000e+4 (0.000e+0) |
1.380e+1 (5.256e+0) |
0.079 | 2.000e+4 (0.000e+0) |
1.228e-1 (6.680e-2) |
0.008 | 2.000e+4 (0.000e+0) |
4.772e+0 (1.577e+0) |
0.286 | 2.000e+4 (0.000e+0) |
3.761e+1 (5.929e+0) |
0.267 | 2.000e+4 (0.000e+0) |
1.025e-8 (3.480e-9) |
0.000 | 1.973e+4 (2.490e+2) |
1.041e+0 (2.467e-1) |
-0.001 | 2.000e+4 (0.000e+0) |
8.190e-9 (1.601e-9) |
0.000 | 8.336e+3 (3.172e+2) |
QLPSO | 2.576e+1 (1.304e+1) |
0.203 | 2.000e+4 (0.000e+0) |
1.034e+0 (7.937e-1) |
0.241 | 2.000e+4 (0.000e+0) |
2.166e+4 (4.772e+4) |
0.438 | 2.000e+4 (0.000e+0) |
6.309e-1 (1.268e+0) |
0.134 | 2.000e+4 (0.000e+0) |
2.837e+5 (6.170e+5) |
0.029 | 2.000e+4 (0.000e+0) |
1.774e+1 (1.285e+1) |
0.894 | 2.000e+4 (0.000e+0) |
9.990e+0 (1.037e+1) |
0.005 | 2.000e+4 (0.000e+0) |
9.063e+1 (8.108e+1) |
1.783 | 2.000e+4 (0.000e+0) |
2.026e+0 (6.704e-1) |
1.598 | 2.000e+4 (0.000e+0) |
1.020e+2 (5.264e+1) |
0.613 | 2.000e+4 (0.000e+0) |
3.362e+1 (7.701e+1) |
0.015 | 2.000e+4 (0.000e+0) |
5.207e+1 (2.399e+1) |
0.423 | 2.000e+4 (0.000e+0) |
4.461e+0 (3.431e+0) |
0.306 | 2.000e+4 (0.000e+0) |
6.817e+0 (5.027e+0) |
0.580 | 2.000e+4 (0.000e+0) |
3.508e+1 (1.170e+1) |
0.240 | 2.000e+4 (0.000e+0) |
1.794e+1 (1.571e+1) |
0.345 | 1.419e+4 (9.006e+3) |
1.705e+0 (3.793e-1) |
0.001 | 2.000e+4 (0.000e+0) |
2.508e+0 (3.111e+0) |
0.219 | 2.000e+4 (0.000e+0) |
RLEPSO | 3.036e+1 (1.313e+1) |
0.244 | 2.000e+4 (4.673e+0) |
1.230e+0 (7.697e-1) |
0.287 | 2.000e+4 (4.037e+0) |
1.534e+3 (1.591e+3) |
0.031 | 2.000e+4 (4.859e-1) |
9.894e-3 (2.018e-2) |
0.002 | 2.000e+4 (1.386e-1) |
2.262e+0 (4.908e+0) |
0.000 | 2.000e+4 (0.000e+0) |
1.009e+1 (1.097e+1) |
0.027 | 2.000e+4 (1.049e+1) |
8.534e+0 (8.118e+0) |
0.004 | 2.000e+4 (0.000e+0) |
2.040e+1 (1.295e+1) |
0.401 | 2.000e+4 (7.242e-1) |
6.580e-1 (3.068e-1) |
0.101 | 2.000e+4 (7.091e-1) |
8.883e+1 (4.011e+1) |
0.527 | 2.000e+4 (1.802e+0) |
9.621e+0 (1.213e+1) |
0.004 | 2.000e+4 (0.000e+0) |
3.942e+1 (1.897e+1) |
0.309 | 2.000e+4 (3.756e+0) |
6.021e+0 (3.136e+0) |
0.413 | 2.000e+4 (1.590e+0) |
3.258e+0 (1.908e+0) |
0.068 | 2.000e+4 (5.629e-1) |
2.714e+1 (9.355e+0) |
0.154 | 2.000e+4 (5.173e-1) |
0.000e+0 (0.000e+0) |
0.000 | 5.373e+3 (2.718e+3) |
1.733e+0 (2.791e-1) |
0.001 | 2.003e+4 (2.644e+1) |
7.837e-4 (4.890e-3) |
0.000 | 1.425e+4 (6.329e+3) |
RL_PSO | 7.571e+1 (1.374e+1) |
0.648 | 2.000e+4 (0.000e+0) |
2.265e+0 (7.043e-1) |
0.528 | 2.000e+4 (0.000e+0) |
2.353e+4 (1.592e+4) |
0.476 | 2.000e+4 (0.000e+0) |
1.521e+0 (6.578e-1) |
0.323 | 2.000e+4 (0.000e+0) |
1.190e+6 (6.462e+5) |
0.121 | 2.000e+4 (0.000e+0) |
1.986e+1 (1.346e+1) |
1.135 | 2.000e+4 (0.000e+0) |
5.937e+1 (3.752e+1) |
0.027 | 2.000e+4 (0.000e+0) |
5.471e+1 (2.211e+1) |
1.076 | 2.000e+4 (0.000e+0) |
2.259e+0 (5.185e-1) |
1.852 | 2.000e+4 (0.000e+0) |
1.396e+2 (2.808e+1) |
0.861 | 2.000e+4 (0.000e+0) |
1.100e+2 (5.716e+1) |
0.049 | 2.000e+4 (0.000e+0) |
8.234e+1 (1.531e+1) |
0.696 | 2.000e+4 (0.000e+0) |
1.161e+1 (4.176e+0) |
0.796 | 2.000e+4 (0.000e+0) |
1.373e+1 (3.223e+0) |
1.573 | 2.000e+4 (0.000e+0) |
6.792e+1 (9.999e+0) |
0.596 | 2.000e+4 (0.000e+0) |
5.592e+1 (1.258e+1) |
1.076 | 2.000e+4 (0.000e+0) |
2.730e+0 (2.583e-1) |
0.004 | 2.000e+4 (0.000e+0) |
2.288e+0 (1.336e+0) |
0.199 | 2.000e+4 (0.000e+0) |
DEAP_DE | 2.867e+1 (5.111e+0) |
0.229 | 2.000e+4 (0.000e+0) |
6.034e-4 (1.729e-3) |
0.000 | 1.999e+4 (6.045e+1) |
2.342e+3 (1.353e+3) |
0.047 | 2.000e+4 (0.000e+0) |
2.242e-4 (1.044e-4) |
0.000 | 2.000e+4 (0.000e+0) |
2.254e+0 (2.369e+0) |
0.000 | 2.000e+4 (0.000e+0) |
4.440e+0 (5.340e+0) |
-0.613 | 2.000e+4 (0.000e+0) |
7.554e+0 (8.598e-1) |
0.003 | 2.000e+4 (0.000e+0) |
2.790e+1 (1.161e+1) |
0.549 | 2.000e+4 (0.000e+0) |
1.480e+0 (2.720e-1) |
1.001 | 2.000e+4 (0.000e+0) |
3.042e+1 (7.981e+0) |
0.142 | 2.000e+4 (0.000e+0) |
6.136e+0 (1.308e+0) |
0.003 | 2.000e+4 (0.000e+0) |
2.575e+1 (5.557e+0) |
0.186 | 2.000e+4 (0.000e+0) |
2.432e-2 (3.258e-2) |
0.002 | 2.000e+4 (0.000e+0) |
9.349e+0 (1.725e+0) |
0.944 | 2.000e+4 (0.000e+0) |
4.014e+1 (5.086e+0) |
0.295 | 2.000e+4 (0.000e+0) |
0.000e+0 (0.000e+0) |
0.000 | 1.451e+3 (3.768e+2) |
1.423e-1 (1.585e-1) |
-0.004 | 1.779e+4 (3.152e+3) |
8.305e-9 (1.285e-9) |
0.000 | 4.616e+3 (1.809e+2) |
JDE21 | 1.931e+1 (8.537e+0) |
0.145 | 2.001e+4 (0.000e+0) |
2.823e-1 (3.353e-1) |
0.066 | 2.001e+4 (0.000e+0) |
7.178e+2 (6.038e+2) |
0.015 | 2.001e+4 (0.000e+0) |
3.491e-4 (2.538e-4) |
0.000 | 2.001e+4 (0.000e+0) |
1.820e+0 (2.230e+0) |
0.000 | 2.001e+4 (0.000e+0) |
1.373e+0 (1.036e+0) |
-0.960 | 2.001e+4 (0.000e+0) |
5.697e+0 (2.057e+0) |
0.003 | 2.001e+4 (0.000e+0) |
9.422e+0 (5.564e+0) |
0.185 | 2.001e+4 (0.000e+0) |
1.499e+0 (2.754e-1) |
1.021 | 2.001e+4 (0.000e+0) |
2.697e+1 (1.164e+1) |
0.120 | 2.001e+4 (0.000e+0) |
3.293e+0 (2.150e+0) |
0.001 | 2.001e+4 (0.000e+0) |
1.740e+1 (8.086e+0) |
0.111 | 2.001e+4 (0.000e+0) |
9.219e-1 (1.302e+0) |
0.063 | 2.001e+4 (0.000e+0) |
4.948e+0 (2.253e+0) |
0.311 | 2.001e+4 (0.000e+0) |
3.782e+1 (7.600e+0) |
0.270 | 2.001e+4 (0.000e+0) |
1.492e-8 (2.313e-8) |
0.000 | 1.684e+4 (1.615e+3) |
4.500e-1 (2.469e-1) |
-0.003 | 2.001e+4 (0.000e+0) |
5.376e-9 (2.571e-9) |
-0.000 | 6.005e+3 (9.560e+2) |
MadDE | 1.979e+1 (4.538e+0) |
0.149 | 2.000e+4 (0.000e+0) |
1.187e-1 (5.727e-2) |
0.028 | 2.000e+4 (0.000e+0) |
1.087e+3 (7.153e+2) |
0.022 | 2.000e+4 (0.000e+0) |
7.408e-4 (3.416e-4) |
0.000 | 2.000e+4 (0.000e+0) |
3.278e+1 (3.199e+1) |
0.000 | 2.000e+4 (0.000e+0) |
2.784e-1 (5.658e-1) |
-1.084 | 2.000e+4 (0.000e+0) |
2.406e+0 (5.404e-1) |
0.001 | 2.000e+4 (0.000e+0) |
1.612e+1 (8.541e+0) |
0.317 | 2.000e+4 (0.000e+0) |
1.300e+0 (2.485e-1) |
0.804 | 2.000e+4 (0.000e+0) |
2.445e+1 (6.152e+0) |
0.103 | 2.000e+4 (0.000e+0) |
2.977e+0 (8.955e-1) |
0.001 | 2.000e+4 (0.000e+0) |
1.675e+1 (4.961e+0) |
0.105 | 2.000e+4 (0.000e+0) |
9.613e-1 (3.516e-1) |
0.066 | 2.000e+4 (0.000e+0) |
2.557e+0 (8.181e-1) |
-0.032 | 2.000e+4 (0.000e+0) |
4.152e+1 (5.500e+0) |
0.310 | 2.000e+4 (0.000e+0) |
0.000e+0 (0.000e+0) |
0.000 | 5.950e+3 (5.298e+2) |
8.503e-1 (1.675e-1) |
-0.002 | 2.000e+4 (0.000e+0) |
8.102e-9 (1.456e-9) |
0.000 | 1.946e+4 (1.506e+2) |
NL_SHADE_LBC | 1.096e+1 (4.495e+0) |
0.071 | 2.000e+4 (0.000e+0) |
1.572e-2 (1.181e-2) |
0.004 | 2.000e+4 (0.000e+0) |
9.948e+1 (1.017e+2) |
0.002 | 2.000e+4 (0.000e+0) |
4.535e-5 (4.049e-5) |
0.000 | 2.000e+4 (0.000e+0) |
3.458e-1 (4.376e-1) |
0.000 | 2.000e+4 (0.000e+0) |
7.941e-1 (9.031e-1) |
-1.026 | 2.000e+4 (0.000e+0) |
6.190e+0 (6.954e-1) |
0.003 | 2.000e+4 (0.000e+0) |
2.908e+0 (1.496e+0) |
0.057 | 2.000e+4 (0.000e+0) |
1.316e+0 (2.498e-1) |
0.821 | 2.000e+4 (0.000e+0) |
1.774e+1 (5.183e+0) |
0.059 | 2.000e+4 (0.000e+0) |
4.514e+0 (5.956e-1) |
0.002 | 2.000e+4 (0.000e+0) |
1.060e+1 (3.661e+0) |
0.050 | 2.000e+4 (0.000e+0) |
9.434e-2 (5.939e-2) |
0.006 | 2.000e+4 (0.000e+0) |
3.008e+0 (1.011e+0) |
0.032 | 2.000e+4 (0.000e+0) |
3.359e+1 (6.153e+0) |
0.224 | 2.000e+4 (0.000e+0) |
0.000e+0 (0.000e+0) |
0.000 | 7.745e+3 (1.428e+3) |
1.830e-1 (1.372e-1) |
-0.004 | 2.000e+4 (0.000e+0) |
8.113e-9 (1.492e-9) |
0.000 | 1.443e+4 (8.883e+1) |
DEAP_PSO | 5.734e+1 (8.711e+0) |
0.484 | 2.000e+4 (0.000e+0) |
1.616e+0 (2.938e-1) |
0.377 | 2.000e+4 (0.000e+0) |
1.001e+4 (4.416e+3) |
0.203 | 2.000e+4 (0.000e+0) |
7.851e-1 (2.217e-1) |
0.167 | 2.000e+4 (0.000e+0) |
9.655e+5 (3.297e+5) |
0.098 | 2.000e+4 (0.000e+0) |
1.195e+1 (8.139e+0) |
0.239 | 2.000e+4 (0.000e+0) |
1.557e+2 (4.902e+1) |
0.070 | 2.000e+4 (0.000e+0) |
3.135e+1 (1.496e+1) |
0.617 | 2.000e+4 (0.000e+0) |
1.538e+0 (2.454e-1) |
1.064 | 2.000e+4 (0.000e+0) |
8.095e+1 (1.117e+1) |
0.475 | 2.000e+4 (0.000e+0) |
1.560e+2 (7.179e+1) |
0.070 | 2.000e+4 (0.000e+0) |
6.183e+1 (8.589e+0) |
0.511 | 2.000e+4 (0.000e+0) |
5.863e+0 (1.234e+0) |
0.402 | 2.000e+4 (0.000e+0) |
9.250e+0 (1.949e+0) |
0.930 | 2.000e+4 (0.000e+0) |
6.097e+1 (7.073e+0) |
0.521 | 2.000e+4 (0.000e+0) |
1.479e+0 (4.123e+0) |
0.028 | 2.639e+3 (6.340e+3) |
2.701e+0 (2.142e-1) |
0.004 | 2.000e+4 (0.000e+0) |
1.832e+0 (7.114e-1) |
0.160 | 2.000e+4 (0.000e+0) |
GL_PSO | 3.441e+1 (8.340e+0) |
0.280 | 2.000e+4 (0.000e+0) |
2.837e-2 (2.982e-2) |
0.007 | 2.000e+4 (0.000e+0) |
1.829e+3 (1.487e+3) |
0.037 | 2.000e+4 (0.000e+0) |
1.151e-3 (4.663e-4) |
0.000 | 2.000e+4 (0.000e+0) |
2.498e+0 (2.031e+0) |
0.000 | 2.000e+4 (0.000e+0) |
5.766e+0 (6.615e+0) |
-0.462 | 2.000e+4 (0.000e+0) |
7.455e+0 (1.522e+0) |
0.003 | 2.000e+4 (0.000e+0) |
1.702e+1 (8.893e+0) |
0.335 | 2.000e+4 (0.000e+0) |
1.659e+0 (2.930e-1) |
1.196 | 2.000e+4 (0.000e+0) |
2.980e+1 (1.346e+1) |
0.138 | 2.000e+4 (0.000e+0) |
5.839e+0 (1.621e+0) |
0.003 | 2.000e+4 (0.000e+0) |
2.928e+1 (1.045e+1) |
0.218 | 2.000e+4 (0.000e+0) |
2.171e-1 (1.348e-1) |
0.015 | 2.000e+4 (0.000e+0) |
5.504e+0 (4.253e+0) |
0.391 | 2.000e+4 (0.000e+0) |
4.498e+1 (6.135e+0) |
0.347 | 2.000e+4 (0.000e+0) |
4.486e-6 (1.711e-6) |
0.000 | 2.000e+4 (0.000e+0) |
1.133e+0 (5.111e-1) |
-0.001 | 2.000e+4 (0.000e+0) |
1.336e-6 (8.689e-7) |
0.000 | 2.000e+4 (0.000e+0) |
sDMS_PSO | 6.169e+1 (1.429e+1) |
0.523 | 2.010e+4 (0.000e+0) |
2.183e+0 (5.613e-1) |
0.509 | 2.010e+4 (0.000e+0) |
6.201e+3 (4.022e+3) |
0.125 | 2.010e+4 (0.000e+0) |
1.164e+0 (6.146e-1) |
0.247 | 2.010e+4 (0.000e+0) |
9.706e+5 (5.686e+5) |
0.099 | 2.010e+4 (0.000e+0) |
5.611e+0 (4.912e+0) |
-0.480 | 2.010e+4 (0.000e+0) |
4.524e+1 (1.789e+1) |
0.020 | 2.010e+4 (0.000e+0) |
1.783e+1 (7.667e+0) |
0.351 | 2.010e+4 (0.000e+0) |
9.555e-1 (2.326e-1) |
0.427 | 2.010e+4 (0.000e+0) |
1.158e+2 (2.857e+1) |
0.704 | 2.010e+4 (0.000e+0) |
7.558e+1 (3.751e+1) |
0.034 | 2.010e+4 (0.000e+0) |
6.784e+1 (1.259e+1) |
0.565 | 2.010e+4 (0.000e+0) |
1.081e+1 (2.992e+0) |
0.741 | 2.010e+4 (0.000e+0) |
4.839e+0 (1.572e+0) |
0.296 | 2.010e+4 (0.000e+0) |
5.191e+1 (8.943e+0) |
0.423 | 2.010e+4 (0.000e+0) |
2.493e+0 (4.591e+0) |
0.048 | 2.010e+4 (0.000e+0) |
2.257e+0 (2.692e-1) |
0.002 | 2.010e+4 (0.000e+0) |
1.690e+0 (8.260e-1) |
0.147 | 2.010e+4 (0.000e+0) |
SAHLPSO | 9.973e+1 (1.859e+1) |
0.862 | 2.000e+4 (0.000e+0) |
3.037e+0 (1.303e+0) |
0.708 | 2.000e+4 (0.000e+0) |
3.714e+4 (3.282e+4) |
0.751 | 2.000e+4 (0.000e+0) |
2.458e+0 (1.773e+0) |
0.522 | 2.000e+4 (0.000e+0) |
3.918e+6 (3.289e+6) |
0.398 | 2.000e+4 (0.000e+0) |
1.618e+1 (1.373e+1) |
0.718 | 2.000e+4 (0.000e+0) |
4.799e+2 (3.783e+2) |
0.217 | 2.000e+4 (0.000e+0) |
7.927e+1 (3.753e+1) |
1.559 | 2.000e+4 (0.000e+0) |
1.499e+0 (5.506e-1) |
1.021 | 2.000e+4 (0.000e+0) |
1.302e+2 (5.042e+1) |
0.798 | 2.000e+4 (0.000e+0) |
6.969e+2 (6.441e+2) |
0.313 | 2.000e+4 (0.000e+0) |
1.016e+2 (2.939e+1) |
0.869 | 2.000e+4 (0.000e+0) |
1.196e+1 (6.608e+0) |
0.820 | 2.000e+4 (0.000e+0) |
8.623e+0 (4.808e+0) |
0.839 | 2.000e+4 (0.000e+0) |
8.963e+1 (1.936e+1) |
0.832 | 2.000e+4 (0.000e+0) |
0.000e+0 (0.000e+0) |
0.000 | 1.408e+3 (2.104e+3) |
1.898e+1 (3.977e+1) |
0.050 | 2.000e+4 (0.000e+0) |
5.000e+0 (2.425e+0) |
0.436 | 2.000e+4 (0.000e+0) |
DEAP_CMAES | 3.024e+0 (1.276e+0) |
0.000 | 1.978e+4 (1.553e+3) |
3.970e-7 (1.643e-6) |
0.000 | 1.267e+4 (3.189e+3) |
7.712e-9 (1.585e-9) |
0.000 | 9.546e+3 (3.808e+2) |
8.280e-9 (1.261e-9) |
0.000 | 9.175e+3 (3.206e+2) |
1.867e-1 (2.996e-1) |
0.000 | 1.989e+4 (4.843e+2) |
9.848e+0 (6.766e+0) |
0.000 | 1.878e+4 (4.191e+3) |
7.042e-9 (1.896e-9) |
0.000 | 1.375e+4 (5.582e+2) |
7.629e-9 (1.903e-9) |
0.000 | 8.462e+3 (2.678e+2) |
5.657e-1 (5.858e-1) |
0.000 | 2.000e+4 (0.000e+0) |
8.799e+0 (2.061e+0) |
0.000 | 2.000e+4 (0.000e+0) |
7.676e-9 (1.797e-9) |
0.000 | 1.400e+4 (6.661e+2) |
5.053e+0 (2.635e+0) |
0.000 | 1.977e+4 (1.615e+3) |
7.578e-4 (3.335e-3) |
0.000 | 1.512e+4 (3.625e+3) |
2.782e+0 (5.052e-1) |
0.000 | 2.000e+4 (0.000e+0) |
1.296e+1 (6.876e+0) |
0.000 | 2.000e+4 (0.000e+0) |
0.000e+0 (0.000e+0) |
0.000 | 4.549e+2 (5.536e+1) |
1.434e+0 (3.287e-1) |
0.000 | 2.000e+4 (0.000e+0) |
7.678e-9 (1.619e-9) |
0.000 | 4.760e+3 (1.968e+2) |
Random_search | 1.153e+2 (1.398e+1) |
1.000 | 2.000e+4 (0.000e+0) |
4.290e+0 (5.473e-1) |
1.000 | 2.000e+4 (0.000e+0) |
4.943e+4 (1.856e+4) |
1.000 | 2.000e+4 (0.000e+0) |
4.706e+0 (1.023e+0) |
1.000 | 2.000e+4 (0.000e+0) |
9.844e+6 (2.061e+6) |
1.000 | 2.000e+4 (0.000e+0) |
1.867e+1 (5.340e+0) |
1.000 | 2.000e+4 (0.000e+0) |
2.216e+3 (8.222e+2) |
1.000 | 2.000e+4 (0.000e+0) |
5.083e+1 (1.352e+1) |
1.000 | 2.000e+4 (0.000e+0) |
1.480e+0 (2.046e-1) |
1.000 | 2.000e+4 (0.000e+0) |
1.608e+2 (2.478e+1) |
1.000 | 2.000e+4 (0.000e+0) |
2.230e+3 (7.845e+2) |
1.000 | 2.000e+4 (0.000e+0) |
1.162e+2 (1.474e+1) |
1.000 | 2.000e+4 (0.000e+0) |
1.458e+1 (2.649e+0) |
1.000 | 2.000e+4 (0.000e+0) |
9.740e+0 (1.960e+0) |
1.000 | 2.000e+4 (0.000e+0) |
1.051e+2 (1.086e+1) |
1.000 | 2.000e+4 (0.000e+0) |
5.197e+1 (6.343e+0) |
1.000 | 2.000e+4 (0.000e+0) |
3.503e+2 (2.907e+2) |
1.000 | 2.000e+4 (0.000e+0) |
1.147e+1 (2.506e+0) |
1.000 | 2.000e+4 (0.000e+0) |
BayesianOptimizer | 2.711e+2 (1.512e+0) |
2.388 | 1.000e+2 (2.810e+0) |
1.078e+1 (1.964e+0) |
2.514 | 1.000e+2 (1.419e-1) |
1.507e+5 (4.680e+0) |
3.048 | 1.000e+2 (4.262e+0) |
1.256e+1 (6.513e+0) |
2.669 | 1.000e+2 (1.459e+0) |
6.672e+7 (6.914e+0) |
6.778 | 1.000e+2 (1.508e+0) |
2.248e+1 (4.781e+0) |
1.432 | 1.000e+2 (1.951e-1) |
4.095e+3 (1.702e-1) |
1.848 | 1.000e+2 (7.251e+0) |
9.502e+2 (6.814e+0) |
18.692 | 1.000e+2 (9.415e+0) |
3.899e+0 (7.184e+0) |
3.647 | 1.000e+2 (2.698e+0) |
3.758e+2 (3.164e+0) |
2.415 | 1.000e+2 (5.146e+0) |
1.734e+3 (7.584e-1) |
0.777 | 1.000e+2 (1.444e-1) |
2.448e+2 (6.146e+0) |
2.158 | 1.000e+2 (9.416e+0) |
3.556e+1 (4.824e+0) |
2.438 | 1.000e+2 (6.902e+0) |
2.555e+1 (3.146e+0) |
3.273 | 1.000e+2 (4.461e+0) |
8.358e+1 (3.165e+0) |
0.766 | 1.000e+2 (9.236e+0) |
2.088e+1 (1.335e+0) |
0.402 | 6.800e+1 (4.273e+0) |
3.355e+2 (1.827e+0) |
0.958 | 1.000e+2 (6.277e+0) |
7.879e-2 (2.723e+0) |
0.007 | 1.000e+2 (1.277e+0) |
RNN-OI | 3.636e+3 (9.095e-13) |
32.363 | 1.000e+2 (0.000e+0) |
1.031e+1 (0.000e+0) |
2.404 | 1.000e+2 (0.000e+0) |
8.035e+6 (9.313e-10) |
162.551 | 1.000e+2 (0.000e+0) |
3.548e+1 (0.000e+0) |
7.539 | 1.000e+2 (0.000e+0) |
1.246e+8 (0.000e+0) |
12.658 | 1.000e+2 (0.000e+0) |
7.513e+1 (0.000e+0) |
7.396 | 1.000e+2 (0.000e+0) |
2.182e+4 (0.000e+0) |
9.848 | 1.000e+2 (0.000e+0) |
8.738e+5 (1.164e-10) |
17189.756 | 1.000e+2 (0.000e+0) |
8.855e-1 (0.000e+0) |
0.350 | 1.000e+2 (0.000e+0) |
3.256e+3 (4.547e-13) |
21.365 | 1.000e+2 (0.000e+0) |
4.056e+5 (5.821e-11) |
181.895 | 1.000e+2 (0.000e+0) |
6.452e+2 (0.000e+0) |
5.761 | 1.000e+2 (0.000e+0) |
5.695e+1 (7.105e-15) |
3.905 | 1.000e+2 (0.000e+0) |
4.929e+1 (0.000e+0) |
6.685 | 1.000e+2 (0.000e+0) |
2.866e+2 (0.000e+0) |
2.969 | 1.000e+2 (0.000e+0) |
2.386e+2 (5.684e-14) |
4.591 | 1.000e+2 (0.000e+0) |
9.987e+4 (0.000e+0) |
286.236 | 1.000e+2 (0.000e+0) |
1.373e+2 (0.000e+0) |
11.970 | 1.000e+2 (0.000e+0) |