Sentence examples for reliably fitting from inspiring English sources

In this paper we address the problem of reliably fitting parametric and semi-parametric models to spots in high density spot array images obtained in gene expression experiments.

Here, temporal distortion, temporal complexity, blockiness, blurring, image properties, activity, and structure distortion are independently evaluated and then linearly combined with the aim of reliably fitting the measured mean opinion score (MOS) with the calculated MOS.

Due to the global nature of SPEs (as compared with trial-by-trial estimates of local confidence) and the blocked structure of our experimental design, we only had access to a limited number of data points per subject (12 task choices in Experiment 1; 30 in Experiments 2 and 3) preventing us from reliably fitting model parameter(s) and discriminating between competing models41.

We demonstrate that the model reliably fits data collected from populations synchronized by multiple techniques, and can accurately predict cell cycle distributions as measured by other experimental assays.

Here, we address the question whether v b can be reliably fitted from the IF, TAC, and blood time-activity curve in mouse brain FDG kinetic modeling under the applied experimental conditions.

Because of these limitations, we also cannot reliably fit a segmented regression model to capture a change point in the experimental Pol EF.

This process resulted in the removal of 122 loci that could not be reliably fitted into the chromosome maps with the highest probability.

The data could only be reliably fit using a one-site binding model with a Kd = 23 ± 4 μM and a JAZ ZF1/RNA stoichiometric ratio of 2 1.

We tested diffusion-plus-binding models to analyse the tip FRAP curves but these require too many variables to be reliably fitted, reflecting the complexity of the binding dynamics, as will be shown.

The kinetics of binding and dissociation were reliably fitted to a pseudo-first order model for a 1 1 interaction with the ka and kd calculated to be 1.04 × 103 (M-1.sec-1) and 0.098 (sec-1), respectively.

Each individual peak could be reliably fit using a single Gaussian relationship (r > 0.98, Figure 2C D, colored dashed lines), and the entire set of peaks could be fit by a sum of Gaussians (see Figure 2 source data 1; 'Materials and methods').