Research Article
Grey Accumulation Generation Relational Analysis Model for Nonequidistance Unequal-Length Sequences and Its Application
Table 2
The parameters during the mathematical calculation.
| | | 0 | 1 | 2 | 3 |
| The parameters in simulation functions | | −0.14017 | −0.03390 | −0.09820 | −0.09141 | | 3403.67530 | 330.23450 | 8799.98560 | 1793.96982 |
| The generation rates of sequences | | 0.179630 | 0.209493 | 0.184575 | 0.195901 | | 0.206659 | 0.216716 | 0.203620 | 0.214652 | | 0.237754 | 0.224189 | 0.224630 | 0.235198 | | 0.273529 | 0.231919 | 0.247808 | 0.257710 | | 0.314686 | 0.239916 | 0.273378 | 0.282377 | | 0.362037 | 0.248189 | 0.301586 | 0.309405 | | 0.416512 | 0.256747 | 0.332705 | 0.339020 | | 0.479184 | 0.265600 | 0.367034 | 0.371470 |
| The grey relational coefficients of AGRA | | 0.85745 | 0.97321 | 0.91694 | 0.85745 | | 0.95359 | 0.98551 | 0.96276 | 0.95359 | | 0.94602 | 0.94769 | 0.98936 | 0.94602 | | 0.86796 | 0.91405 | 0.94533 | 0.86796 | | 0.80801 | 0.88396 | 0.90689 | 0.80801 | | 0.76077 | 0.85692 | 0.87308 | 0.76077 | | 0.72276 | 0.83249 | 0.84313 | 0.72276 | | 0.69169 | 0.81034 | 0.81647 | 0.69169 |
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