Genetic assignment of wild RJF (n = 57) populations through Bayesian clustering analysis.</p
<p>The most probable number of genetic clusters across three gazelle species in Israel using the STR...
Population genetic analyses traditionally focus on the frequencies of alleles or genotypes in 'popul...
Population genetic analyses traditionally focus on the frequencies of alleles or genotypes in 'popul...
Assignment of admixed individuals between wild RJF (n = 57) and DC (n = 79) populations through Baye...
Bayesian clustering patterns of wild RJF (n = 57) and DC(n = 79) populations.</p
<p>Second-order rate of change in the probability between successive runs (Δ<i>K</i>) as a function ...
<p>(a) Distribution of posterior probability of a number of <i>K</i> genetic clusters. (b–h) Maps of...
<p>Results of genetic assignment of individuals analysis based on Bayesian method implemented in the...
<p>Assignment of 187 individuals to genetic clusters identified by STRUCTURE analysis, for K = 3 to ...
<p>The optimal number of clusters, indicated by Δ<i>K</i> analysis was 2. Bar plots for <i>K</i> = 2...
(a—d) Maps of posterior probability for each inferred cluster show the spatial location of genetic d...
<p>The x-axis represents geographic locations where the isolates were collected. The y-axis represen...
<p>Each individual is represented by a vertical bar displaying membership coefficients to each genet...
<p>a) Summary bar plot of STRUCTURE run at K = 2 showing population assignments for each individual ...
<p>The number of inferred clusters was fixed to three, as this represents the most supported value o...
<p>The most probable number of genetic clusters across three gazelle species in Israel using the STR...
Population genetic analyses traditionally focus on the frequencies of alleles or genotypes in 'popul...
Population genetic analyses traditionally focus on the frequencies of alleles or genotypes in 'popul...
Assignment of admixed individuals between wild RJF (n = 57) and DC (n = 79) populations through Baye...
Bayesian clustering patterns of wild RJF (n = 57) and DC(n = 79) populations.</p
<p>Second-order rate of change in the probability between successive runs (Δ<i>K</i>) as a function ...
<p>(a) Distribution of posterior probability of a number of <i>K</i> genetic clusters. (b–h) Maps of...
<p>Results of genetic assignment of individuals analysis based on Bayesian method implemented in the...
<p>Assignment of 187 individuals to genetic clusters identified by STRUCTURE analysis, for K = 3 to ...
<p>The optimal number of clusters, indicated by Δ<i>K</i> analysis was 2. Bar plots for <i>K</i> = 2...
(a—d) Maps of posterior probability for each inferred cluster show the spatial location of genetic d...
<p>The x-axis represents geographic locations where the isolates were collected. The y-axis represen...
<p>Each individual is represented by a vertical bar displaying membership coefficients to each genet...
<p>a) Summary bar plot of STRUCTURE run at K = 2 showing population assignments for each individual ...
<p>The number of inferred clusters was fixed to three, as this represents the most supported value o...
<p>The most probable number of genetic clusters across three gazelle species in Israel using the STR...
Population genetic analyses traditionally focus on the frequencies of alleles or genotypes in 'popul...
Population genetic analyses traditionally focus on the frequencies of alleles or genotypes in 'popul...
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