To extract full information from samples of DNA sequence data, it is necessary to use sophisticated model-based techniques such as importance sampling under the coalescent. However, these are limited in the size of datasets they can handle efficiently. Chen and Liu (2000) introduced the idea of stopping-time resampling and showed that it can dramatically improve the efficiency of importance sampling methods under a finite-alleles coalescent model. In this paper, a new framework is developed for designing stopping-time resampling schemes under more general models. It is implemented on data both from infinite sites and stepwise models of mutation, and extended to incorporate crossover recombination. A simulation study shows that this new fram...
De Iorio and Griffiths (2004) developed a new method of constructing sequential importance-sampling ...
The coalescent process describes how changes in the size or structure of a population influence the ...
The coalescent is the primary probabilistic model for modeling genealogies. However, in practice, th...
Motivated by the statistical inference problem in population genetics, we present a new sequential i...
Motivated by the statistical inference problem in population genetics, we present a general sequent...
Performing inference on contemporary samples of homologous DNA sequence data is an important task. B...
Performing inference on contemporary samples of homologous DNA sequence data is an important task. B...
Performing inference on contemporary samples of homologous DNA sequence data is an important task. B...
Developments in DNA sequencing technology over the last few years have yielded unprecedented volumes...
The coalescent with recombination describes the distribution of genealogical histories and resulting...
Many population genetic models have been developed for the purpose of inferring population size and ...
coalescent model The coalescent is a stochastic model for the genealogical tree of a sample of n seq...
Coalescent theory combined with statistical modeling allows us to estimate effective population size...
With the volume of available genomic data increasing at an exponential rate, we have unprecedented a...
The coalescent is the primary probabilistic model for modeling genealogies. However, in practice, th...
De Iorio and Griffiths (2004) developed a new method of constructing sequential importance-sampling ...
The coalescent process describes how changes in the size or structure of a population influence the ...
The coalescent is the primary probabilistic model for modeling genealogies. However, in practice, th...
Motivated by the statistical inference problem in population genetics, we present a new sequential i...
Motivated by the statistical inference problem in population genetics, we present a general sequent...
Performing inference on contemporary samples of homologous DNA sequence data is an important task. B...
Performing inference on contemporary samples of homologous DNA sequence data is an important task. B...
Performing inference on contemporary samples of homologous DNA sequence data is an important task. B...
Developments in DNA sequencing technology over the last few years have yielded unprecedented volumes...
The coalescent with recombination describes the distribution of genealogical histories and resulting...
Many population genetic models have been developed for the purpose of inferring population size and ...
coalescent model The coalescent is a stochastic model for the genealogical tree of a sample of n seq...
Coalescent theory combined with statistical modeling allows us to estimate effective population size...
With the volume of available genomic data increasing at an exponential rate, we have unprecedented a...
The coalescent is the primary probabilistic model for modeling genealogies. However, in practice, th...
De Iorio and Griffiths (2004) developed a new method of constructing sequential importance-sampling ...
The coalescent process describes how changes in the size or structure of a population influence the ...
The coalescent is the primary probabilistic model for modeling genealogies. However, in practice, th...