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We found that NE-determined cut-off value varies among different duplicate pairs, suggesting that empirical cutoff value is not suitable for every case.
Similar(59)
Thus, they are not suitable for our case.
Thus, this model is not suitable for our case.
The above conclusions are also suitable for the case of capacitive load.
Actually, an exp + exp model is most suitable for this case.
This system is suitable for the case in which the time is precious.
Our proposed method is also suitable for the case of large duty ratio.
However, it is not suitable for the case L is nonlinear.
It is clear that all these situations are suitable for our case in this proof.
A Nash game is suitable for the case that competitive relationships do not exist among players, and the rank game is suitable for the case that there exist competitions among players.
This is suitable for the case where the tags of the same group are not distributed in various places.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com