Research Article
Grey Forecast Model with Aging Fractional Accumulation and Its Properties
Algorithm 1
Optimization algorithm of the optimal aging parameter
(solution to optimize the optimal aging parameter
).| | Input: the sample set | | | Output: the optimal value of | | (1) | Initialize parameters in the PSO algorithm: | | | Particle number N, dimension D, maximum generation T, learning factor , , inertia weight . | | (2) | Initialize the position and velocity | | (3) | for do | | (4) | for do | | (5) | Calculate by Definition 1; | | (6) | Calculate by equation (10); | | (7) | Compute using equation (13); | | (8) | Compute the fitness function ; | | (9) | Update the position and velocity of particles | | | | | | . | | | where are random vectors and belong to [0, 10]; and represent the individual optimal position and the global optimal position, respectively. | | (10) | end for | | (11) | end for | | (12) | return optimal value of |
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