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In this research, objective 2 implemented the minimum moment algorithm to make the daily resource consumption (rtj) as smooth as possible.
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An efficient method for constructing uniform minimum moment aberration designs is proposed.
This paper discusses the issue of constructing uniform minimum moment aberration designs under discrepancies criteria.
We prove that minimum moment aberration designs often have low average discrepancies.
The minimum moment aberration criterion is equivalent to the popular generalized minimum aberration criterion proposed by Xu and Wu (2001), but the minimum moment criterion is simpler to formulate and employ computationally.
Connections among generalized discrete discrepancy and other optimality criteria, such as orthogonality, generalized minimum aberration and minimum moment aberration, are investigated.
The minimum moment aberration criterion proposed by Xu (2003) is used to judge the optimality of the designs.
Minimum moment of inertia axes were defined as the eigenvectors associated with the minimum eigenvalues of the diagonalised moment of inertia tensors[ 59] calculated for structures obtained from both DFT and MD methods.
Qcr2 signal was considered positive when it was above an arbitrary threshold using the 'Moments' algorithm of ImageJ.
A new heuristic algorithm, i.e., the minimum deviation algorithm, is developed to solve the problems.
Subsequently, a phylogenetic tree was constructed with the Minimum Evolution algorithm by using MEGA6 [ 59].
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