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Relates to #70. It's very easy to get messed up trying to keep track of what's normalized and what's not when dealing with non-tractable densities in the monte carlo module. I'm wondering if some form of statically typed unit analysis is viable. The idea would be, every density for a distribution has a normalization constant, which in practice is either 1 or some unknown function of the distribution's parameters. As these densities are manipulated, their normalization constants should tag along and combine/cancel as appropriate.
The text was updated successfully, but these errors were encountered:
Relates to #70. It's very easy to get messed up trying to keep track of what's normalized and what's not when dealing with non-tractable densities in the monte carlo module. I'm wondering if some form of statically typed unit analysis is viable. The idea would be, every density for a distribution has a normalization constant, which in practice is either 1 or some unknown function of the distribution's parameters. As these densities are manipulated, their normalization constants should tag along and combine/cancel as appropriate.
The text was updated successfully, but these errors were encountered: