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Thanks! I've edited the comment to remove those methods I think are duplicates. Not sure what to call SIS MCMC -- it's an approach that can be applied to all samplers (and likelihood-based optimisers) essentially. Just involves heating the distribution, sampling from it, then reweighting based on importance weights. Can leave it as it stands for now though!
Can't find an existing ticket for this, though sure we had one at some point.
Classed as black, blue, and red in Ben's diagram
Likelihood-free
ABC Rejection method #881 ABC rejection - rebased #925ABC SMC/PMC #1442ABC-SMC #1055ABC SMC/PMC #1442Derivative-free
DifferentialEvolutionMCMC
DreamMCMC
NestedEllipsoidSampler
EmceeHammerMCMC
PopulationMCMC
MetropolisRandomWalkMCMC
AdaptiveCovarianceMCMC
NestedRejectionSampler
SliceDoublingMCMC
SliceStepoutMCMC
1st order sensitivities
HamiltonianMCMC
MALAMCMC
MonomialGammaHamiltonianMCMC
2nd order sensitivities
Framework for all sampling (temper distribution, sample from it, reweight via importance sampling):
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