<p>Experimentally observed relationships between the means and variances had a slope of (A). When the means and variances were calculated on the basis of lognormal distribution, the slope was (B). Simulation results of the relationships between the means and variances with several assumptions of models were compared with experimentally determined results (C–F). (C) Model parameters were constant, and initial conditions had a lognormal distribution (model-1, ). (D) Model parameters obey truncated normal distribution, and initial conditions were constant (model-2, ). (E) Model parameters displayed truncated normal distributions, and the initial conditions displayed lognormal distributions (model-3, ). (F) Both model parameters and the initi...
<p>Conceptual plot shows theoretical feature (OTU 1) abundance distributions for control samples and...
<p>These represent the relative log odds of pumas exhibiting each behavior for a unit change in norm...
<p>Panels (a) and (b) show the distributions against volumes and panels (c) and (d) show the distrib...
<p>The values of the model parameters are: yielding and (upper panels); yielding and (middle p...
<p>Each point represents a single component of a sample of repeated measurements (replicates). For e...
<p>Mean values for overall linear density and complexity are shown with associated standard errors o...
<p>Top to bottom: Prevalence of MDE, Prevalence of GAD, Odds ratio, Cronbach' alpha. Densities of ne...
<p><b>A</b>: Results of a typical run at the exponential growth phase and at equilibrium (type A cel...
For correlations fitted better by the linear model, , the normalized parameters α′ and β′ are listed...
<p>For each mean firing rate, data point and error bars indicate mean ± 1 s.d. of the observed varia...
<p>The input parameters for the simulations were as follows: (A) θ<sub>1</sub> = 10; (B) θ<sub>2</su...
<p><b>) for all-pairs (left) and Marcus-type (right) comparisons using normal (upper row) and log-no...
<p><b>) for all-pairs (left) and Marcus-type (right) comparisons using normal (upper row) and log-no...
Each subplot shows the histogram of the samples from the approximate parameter posterior. The x-axis...
<p>Default values of the parameters, for a normal, non-proliferating cell, and range of variations o...
<p>Conceptual plot shows theoretical feature (OTU 1) abundance distributions for control samples and...
<p>These represent the relative log odds of pumas exhibiting each behavior for a unit change in norm...
<p>Panels (a) and (b) show the distributions against volumes and panels (c) and (d) show the distrib...
<p>The values of the model parameters are: yielding and (upper panels); yielding and (middle p...
<p>Each point represents a single component of a sample of repeated measurements (replicates). For e...
<p>Mean values for overall linear density and complexity are shown with associated standard errors o...
<p>Top to bottom: Prevalence of MDE, Prevalence of GAD, Odds ratio, Cronbach' alpha. Densities of ne...
<p><b>A</b>: Results of a typical run at the exponential growth phase and at equilibrium (type A cel...
For correlations fitted better by the linear model, , the normalized parameters α′ and β′ are listed...
<p>For each mean firing rate, data point and error bars indicate mean ± 1 s.d. of the observed varia...
<p>The input parameters for the simulations were as follows: (A) θ<sub>1</sub> = 10; (B) θ<sub>2</su...
<p><b>) for all-pairs (left) and Marcus-type (right) comparisons using normal (upper row) and log-no...
<p><b>) for all-pairs (left) and Marcus-type (right) comparisons using normal (upper row) and log-no...
Each subplot shows the histogram of the samples from the approximate parameter posterior. The x-axis...
<p>Default values of the parameters, for a normal, non-proliferating cell, and range of variations o...
<p>Conceptual plot shows theoretical feature (OTU 1) abundance distributions for control samples and...
<p>These represent the relative log odds of pumas exhibiting each behavior for a unit change in norm...
<p>Panels (a) and (b) show the distributions against volumes and panels (c) and (d) show the distrib...