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Those computations of stochastic variational method (SVM) or a variant of this method have been presented in [35, 37].
We have seen that a variant of this method can be used to show \ \textbf{P} \subsetneq \textbf{EXP}\) in the proof of Theorem 3.1.
To adapt it and to improve the prediction accuracy, a variant of this method is considered based on iteratively using a specific algorithm.
However, as we will see later, at most observatories it is possible to implement a variant of this method where step (3) is only applied to data from M/Y. Step (1) involves removing spikes and correcting for jumps in the raw one-second or one-minute variation data recorded by the vector magnetometer, following standard observatory practice.
We will use a variant of this method called PRCs.
A variant of this method was proposed later (Wang et al., 2007).
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In a variant of the method, however, this requirement was relaxed to allow for standing variation.
In a variant of that method, the deflection of the balance is maintained constant by a servo control.
The Collage attack is a variant of the method used in[7].
Our proposed sphere decoder basically is a variant of the method proposed in [14].
A variant of the method of successive averages is proposed for computing MUE.
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