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This method reduce the weighted multi-criteria optimization task to task one-dimensional.
The method reduce receives a list of job results that contain membranes, and assembles them in a membrane system.
The above features together with the use of the Instrumental variable method reduce the likelihood of biased parameter estimates.
If the constant (mu=0), then the TMPRP1 method and TMPRP2 method reduce to the methods proposed by Cheng [9] and Zhang et al. [10], respectively, and the TMPRP3 method reduces to a method similar to that proposed by Yu et al. [20].
Here the computational complexity of the eigenvalue and the orthogonal method reduce to and, respectively.
Here the complexity of the eigenvalue method and the orthogonal method reduce to and, respectively.
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The method reduces labour, but the noxious odours are objectionable.
The developed method reduces computational burden over communication networks.
By considering n = 0, τ would be infinite and the RSES method reduces to SES method.
Additionally, Taguchi method reduces the cost of experiments by reducing the number of necessary experiments.
Therefore, the proposed method reduces the post-decoding and hence reduces the access to profiling memory.
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