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This leads to (1 + Δ aY )n − 1 and 1 1 + r n − 1, which are the largest possible values in the iterations (provided that ∆ aY. and r are both positive and the function is monotonically increasing).
Then, the maximum of F is achieved for smallest possible values of n B and the largest possible values of r B. In other words, the optimal strategy is maximizing the growth potential (within the allowed range) at the cost of the division radius.
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This result is robust when we normalize the entropy by the largest possible value, i.e., logNC (Table 1), and when the performance measure is replaced by (Table 2).
where MaxDiff is the largest possible value that the frame difference measure can assume.
As the initial learn rate, we always used the largest possible value that gave numerically meaningful error rates.
These parameters l, m and u denote the smallest possible value, the most promising value, and the largest possible value, respectively.
As the coefficients (weighting of travel distance) get larger (i.e., approaching 0) the probabilities of choosing to patronize a facility approach the largest possible value.
In addition, as with the earlier cavity perturbation experiments, the direction of E is parallel to the axis of the oil cylinder, thus giving the largest possible value of the internal electric field within the oil to drive the heating.
We first compare the results for L = K (the maximum possible rank of R ̂ ) and the largest possible value of SNR C : 150dB (up to this value, the platform does not manage to invert R ̂ ).
<v a l u e> entries resemble the local method's certainties; ε resembles the smallest possible value and is used when a method cannot come up with a meaningful decision; Ω resembles the largest possible value.
This feature is very attractive in practice since it is relatively easy to select an i which is larger than the largest possible value the system order might have.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com