Sentence examples for I calculated in from inspiring English sources
However, we want to select the features to better represent the utterance, phrase, word, syllable, and phone levels, so we apply the non-linear scales θ i calculated in Eq. 3, which can better represent the duration (D i ) of all levels of linguistic structure.
The second step consists of calculating a random quaternion, q v s j m, inside the spatial range described by the six extremity quaternions, q v s j m i, (calculated in Equation (2)), as follows: q v ′ s j = q ̄ v ̄ s j ± max i q ̄ v ̄ s j - q v s j i * rand[0,1] q v s j = q v ′ s j q v ′ s j, (3).
where ϕ(p i, w i, h i ) is the eigenvector of size (w i, h i ) calculated in the subwindow p i and (du i, dv i ) is the deviation of the actual position p i = (u i, v i ) of the ith part filter from the original position ( {tilde{p}}_i=left {tilde{u}}_i,{tilde{v}}_iright) ) of the original filter in the model, as shown in the following formula.
Using the growth curves (equation I) calculated in this study an 0.8 cm sized conceptus (assuming adequate to CRL) would have a gestational age of 33.8 days preP.
with g i calculated as in (3).
Steady state anisotropy (r i ) was calculated in each pixel i by: (4) r i = G i I | | i - I ⊥ i G i I | | i - 2 I ⊥ i The G-factor (G i ) was determined by acquiring the ratio of the intensities at perpendicular and parallel orientations for a fluorophore in solution (fluorescein) with a steady-state anisotropy close to zero.
Since any node sends the same packet no more than once, and the probability of receiving the packet successfully by each node is a i, so σ i is calculated in Equation (4.8).
The significance of a term i denoted as Sig i is calculated in (1).
σ i is the error in data point i as calculated in the mapping of gene expression data to individual reactions (see Methods).
It can be shown that the proposal value for the fraction of sequences containing a motif occurrence is just that, based on the values of Q i (t ) calculated in the S-step: (14) γ ′ = 1 N ∑ i = 1 N Q i (t ) As in SEAM (Bi, 2007), the Metropolis algorithm is used to decide whether to keep our updated parameters.
Value μ i is calculated in such a way to give higher weights to points closer to i, where μ i is expressed as mu_{i} = frac{sum_{j in W_{i},, j neq i}{G(|j-i|,sigma_{mu}) Delta_{j}}}{sum_{j in W_{i}}^G(|j-i|,sigma_{mu})} (5).
