Stephens and Donnelly (2000) constructed an efficient sequential importance-sampling proposal distribution on coalescent histories of a sample of genes for computing the likelihood of a type configuration of genes in the sample. In the current paper a characterization of their importance-sampling proposal distribution is given in terms of the diffusion-process generator describing the distribution of the population gene frequencies. This characterization leads to a new technique for constructing importance-sampling algorithms in a much more general framework when the distribution of population gene frequencies follows a diffusion process, by approximating the generator of the process. © Applied Probability Trust 2004
International audience• Model: The population evolves under a Wright-Fisher model. Hence, the sample...
International audience• Model: The population evolves under a Wright-Fisher model. Hence, the sample...
International audience• Model: The population evolves under a Wright-Fisher model. Hence, the sample...
Stephens and Donnelly (2000) constructed an efficient sequential importance-sampling proposal distri...
De Iorio and Griffiths (2004) developed a new method of constructing sequential importance-sampling ...
The diffusion-generator approximation technique developed by De Iorio and Griffiths (2004a) is a ver...
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...
The diffusion-generator approximation technique developed by De Iorio and Griffiths (2004a) is a ver...
Full likelihood-based inference for modern population genetics data presents methodological and comp...
An importance sampling algorithm for computing the likelihood of a sample of genes at loci under a s...
International audienceAn importance sampling algorithm for computing the likelihood of a sample of g...
Motivated by the statistical inference problem in population genetics, we present a general sequent...
International audience• Model: The population evolves under a Wright-Fisher model. Hence, the sample...
International audience• Model: The population evolves under a Wright-Fisher model. Hence, the sample...
International audience• Model: The population evolves under a Wright-Fisher model. Hence, the sample...
International audience• Model: The population evolves under a Wright-Fisher model. Hence, the sample...
Stephens and Donnelly (2000) constructed an efficient sequential importance-sampling proposal distri...
De Iorio and Griffiths (2004) developed a new method of constructing sequential importance-sampling ...
The diffusion-generator approximation technique developed by De Iorio and Griffiths (2004a) is a ver...
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...
The diffusion-generator approximation technique developed by De Iorio and Griffiths (2004a) is a ver...
Full likelihood-based inference for modern population genetics data presents methodological and comp...
An importance sampling algorithm for computing the likelihood of a sample of genes at loci under a s...
International audienceAn importance sampling algorithm for computing the likelihood of a sample of g...
Motivated by the statistical inference problem in population genetics, we present a general sequent...
International audience• Model: The population evolves under a Wright-Fisher model. Hence, the sample...
International audience• Model: The population evolves under a Wright-Fisher model. Hence, the sample...
International audience• Model: The population evolves under a Wright-Fisher model. Hence, the sample...
International audience• Model: The population evolves under a Wright-Fisher model. Hence, the sample...