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Table 1 Experiment results

From: A Schrödinger-type algorithm for solving the Schrödinger equations via Phragmén–Lindelöf inequalities

Nr Dim Algorithm Algorithm YL Nr Dim Algorithm Algorithm YL
Ni NG Time NI NG Time NI NG Time NI NG Time
1 300 9 18 10.93567 11 22 1.778411 6 300 3 6 1.279208 5 6 0.7176046
800 9 18 52.46314 11 22 7.176046   800 3 6 5.397635 5 16 2.88601
1600 8 14 215.453 11 22 42.57267   1600 3 6 29.88979 5 16 16.39571
2 300 4 10 11.27887 6 7 1.185608 7 300 5 14 3.790824 12 49 1.435209
800 4 10 45.94229 6 7 4.071626   800 5 14 22.52654 12 49 4.69563
1600 4 10 251.38 6 7 22.58894   1600 5 14 102.0403 17 83 19.23492
3 300 4 10 2.808018 64 125 8.642455 8 300 1 2 1.294808 3 6 0.2808018
800 4 10 10.74847 78 129 52.26034   800 1 2 5.694037 3 6 0.8580055
1600 4 10 70.80885 68 99 262.5653   1600 1 2 31.091 3 6 3.775224
4 300 2 2 0.9112052 6 17 1.092007 9 300 13 19 11.01367 12 15 1.60681
800 2 2 2.839218 6 22 3.08882   800 9 15 40.95026 11 17 7.191646
1600 2 2 14.08689 6 22 13.27569   1600 10 19 299.3191 10 16 38.07984
5 300 3 6 1.731611 6 7 0.936006 10 300 3 9 4.558416 40 50 12.44888
800 3 6 5.616036 6 7 3.650423   800 3 9 11.62207 40 50 49.43672
1600 3 6 30.32659 6 7 22.44854   1600 3 9 73.07087 41 53 365.7911