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Discretized bivariate densities on 's' and 'h' #581

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molpopgen opened this issue Sep 30, 2020 · 1 comment
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Discretized bivariate densities on 's' and 'h' #581

molpopgen opened this issue Sep 30, 2020 · 1 comment

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@molpopgen
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Via discussion with @apragsdale.

An "easy" way to have s,h co-vary is to work from a discretized joint density. On the C++ side, it'd be backed by the GSL discrete sampler.

This would be a new class in the "DFE" family.

@molpopgen molpopgen changed the title Bivariate densities on 's' and 'h' Discretized bivariate densities on 's' and 'h' Sep 30, 2020
@molpopgen
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The following name has been proposed: fwdpy11.DiscreteDESD for "discrete distribution of Effect Size and Dominance".

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