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Lord Rayleigh suggested in 1984, in connection with his now classical principle, the use of trial functions containing an undetermined exponential parameter k, to be optimized by minimization of the eigenvalues with respect to itself.
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Those 3D structures were optimized by energy minimization with SYBYL- × 2.0.
Cross-section of round tube heat exchanger with porous materials is optimized by taking entransy dissipation rate minimization as optimization objective.
Selected conformations were optimized by energy minimization.
The semi-selective soft combining scheme can be optimized by the procedure given in Section 3.2, and optimized values of the local and global thresholds can be obtained by the total probability of error minimization criterion.
To be more precise, only has to be optimized iteratively in the outer minimization.
This algorithm is optimized by L1-norm minimization criteria.
For this work, minimization was chosen and the function to be optimized will be referred to throughout as the cost function.
How can they be optimized?
The cell parameters and atomic coordination of the structures were optimized using a Broyden Fletcher Goldfarb Shanno (BFGS) minimization algorithm.
The structures were further optimized by energy minimization using the InsightII/Discover module (conjugation gradient, until a maximum derivative of 0.01 kcal/mol was reached, CVFF) according to Wu et al. [14].
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