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(1957, 145) {§2.2} beauty and order are common to all branches of mathematics, as are the method of proceeding from things better known to things we seek to know and the reverse path from the latter to the former, the methods called analysis and synthesis.
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With respect to the former, the method developed by Larock in 1995 represents an environmentally and cost-attractive method as a catalytic substitute for the Saegusa Ito oxidation.
In the former case, the methods are usually based on a matrix description of the Markov process and thus primarily limited by the size of the system.
In the former case, the method of multiple scales is used to describe softening and modal interaction phenomena.
It is deemed important to present the utilities using the EQ-5D, since the former is the method preferred by NICE in the reference case [ 17].
The former methods have the advantage that both the sparsity and the computational effort can be controlled.
The former refers to the methods designed to achieve coordination and is thus not parametric.
In the former methods, such as the popular K-means, the parameters of the CGs are estimated from parameters of the BGs.
Compared with the former methods [24 26], the precursors we used are low-cost, clean, and air/water-stable.
The former methods depend on the innovation information of the Kalman filter or its variations [6].
In the former method, the hyperparameter is determined for minimization of the generalization error.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com