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The relative clock model is estimated using a linear estimator on the sample history equal to.
Since the transmitters are required to be simple in design, we assume that a linear estimator is used at each transmitter for estimating the channel coefficient, such as a linear MMSE estimator.
where is a linear estimator of.
The regression is a linear estimator whose weights depend only on time logarithm.
We define a linear estimator and a nonlinear adaptive one motivated by Abbaszadeh et al. and Youming and Junlian's work.
The main purpose of the problem addressed is to design a linear estimator to approximate the true concentrations of the mRNA and protein through available measurement outputs.
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The conversion function is a (piecewise) linear estimator that estimates the target features from the source features.
Being a correct linear estimator, the estimation variance σ e 2 is expressed by the variogram of temperature fluctuations: {sigma}_e^2left {b}^to bright)=-{displaystyle sum_{beta =1}^n{displaystyle sum_{alpha =1}^n{nu}_{beta}^b{nu}_{alpha}^bgamma left({t}_{alpha }-{t}_{beta}right)}} (9).
Then a switched, linear estimator is developed, called a λ-estimator, for a general class of discrete-time, switched linear systems.
In particular, imagine an ensemble of elementary motion detectors that combine a local HRC and a local linear estimator: (78) v e, i (low ) = β R ((f * V i ) (g * V i + 1 ) − (g * V i ) (f * V i + 1 ) ) + β L (g * V i − g * V i + 1 ), where i indexes the first point in space surveyed by the i th local estimator.
Sugden and Smith [2002. Exact linear unbiased estimation in survey sampling. J. Stat. Plann. Inf. 102, 25 38] and Rao [2002. Discussion of "Exact linear unbiased estimation in survey sampling". J. Stat. Plann. Inf. 102, 39 40] suggested some useful techniques of deriving a linear unbiased estimator of a finite population total by modifying a given linear estimator.
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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