Reversible jump mcmc converging to birth-and-death mcmc and more general continuous time samplers

HIGHLIGHTS

• who: MCMC algorithms et al. from the CNRS, ENST Département TSI, Paris , France Centre for Mathematical Sciences, Lund University, Box, , Lund, Sweden have published the research: Reversible jump MCMC converging to birth-and-death MCMC and more general continuous time samplers, in the Journal: (JOURNAL)
• what: As an answer to this question the authors show in Se tion 3 that for any BDMCMC pro ess satisfying some weak regularity onditions there exists a sequen e of RJMCMC pro esses that onverges, in a sense to be pre ised below, to the BDMCMC pro ess . . .
  

   

  

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