Pages that link to "Item:Q3716881"
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The following pages link to The ages of alleles and a coalescent (Q3716881):
Displaying 41 items.
- The birth process with immigration, and the genealogical structure of large populations (Q580227) (← links)
- Cycles, permutations and the stucture of the Yule process with immigration (Q580228) (← links)
- Species abundance distributions in neutral models with immigration or mutation and general lifetimes (Q659012) (← links)
- The distribution of \(F_{st}\) and other genetic statistics for a class of population structure models (Q663124) (← links)
- Random partitioning models arising from size-biased picking (Q715609) (← links)
- The effect of fluctuating selection on the genealogy at a linked site (Q743261) (← links)
- Genealogical-tree probabilities in the infinitely-many-site model (Q753709) (← links)
- Random permutations and neutral evolution models (Q804503) (← links)
- Partition structures, Polya urns, the Ewens sampling formula, and the ages of alleles (Q1086510) (← links)
- The sampling theory of neutral alleles and an urn model in population genetics (Q1098799) (← links)
- The population genealogy of the infinitely-many neutral alleles model (Q1098800) (← links)
- The effect on genetic sampling distributions of correlations in reproduction (Q1113837) (← links)
- Coalescing into the 21st century: An overview and prospects of coalescent theory (Q1303984) (← links)
- Properties of Weir and Cockerham's \(F_{s t}\) estimators and associated bootstrap confidence intervals (Q1631001) (← links)
- Ordered and size-biased frequencies in GEM and Gibbs' models for species sampling (Q1661570) (← links)
- Relatives of the Ewens sampling formula in Bayesian nonparametrics (Q1790310) (← links)
- Exchangeable and partially exchangeable random partitions (Q1893899) (← links)
- Characterization of some random partitions (Q1901178) (← links)
- Ordered and unordered random partitions of an integer and the GEM distribution (Q1907906) (← links)
- Splitting trees with neutral Poissonian mutations. II: Largest and oldest families (Q1939344) (← links)
- Gaps and interleaving of point processes in sampling from a residual allocation model (Q2325387) (← links)
- Convergence time to the Ewens sampling formula in the infinite alleles Moran model (Q2340009) (← links)
- Within a sample from a population, the distribution of the number of descendants of a subsample's most recent common ancestor (Q2444781) (← links)
- Excheangable partitions derived from Markovian coalescents (Q2467600) (← links)
- Large deviations associated with Poisson-Dirichlet distribution and Ewens sampling formula (Q2475032) (← links)
- Ewens' sampling formula and related formulae: combinatorial proofs, extensions to variable population size and applications to ages of alleles (Q2489965) (← links)
- Unordered and ordered sample from Dirichlet distribution (Q2501359) (← links)
- Distributions of random partitions and their applications (Q2644304) (← links)
- Limit theorems for supercritical age-dependent branching processes with neutral immigration (Q2996580) (← links)
- Distinguished exchangeable coalescents and generalized Fleming-Viot processes with immigration (Q3021241) (← links)
- The Distribution of<i>F</i><sub><i>st</i></sub>for the Island Model in the Large Population, Weak Mutation Limit (Q3580101) (← links)
- A generalization of the donnelly-tavare-griffiths formula (Q4269944) (← links)
- On the donnelly-tavaré-griffiths formula associated with the coalescent (Q4346828) (← links)
- The distribution of frequencies of discrete order statistics and the donnelly-tavaré-griffiths formula (Q4375429) (← links)
- Random ultrametric trees and applications (Q4606428) (← links)
- Sampling Formulae Arising from Random Dirichlet Populations (Q4681063) (← links)
- Asymptotic Analysis of Hoppe Trees (Q4918574) (← links)
- A spatio-temporal point process model for particle growth (Q4968508) (← links)
- The shape of a seed bank tree (Q5868519) (← links)
- Times on trees, and the age of an allele (Q5939162) (← links)
- Correction (Q5966459) (← links)