Assertion: successive sample | /r/CapableOf | form a markov chain
Facets:
value: with some amount of correlation
type: OTHER
Source sentences:
text: It is common to ignore some number of samples at the beginning (the so-called burn-in period ), and then consider only every n {\displaystyle n} stationary distribution of the Markov chain is the desired joint distribution over the variables, but it may take a while for that stationary distribution to be reached; (2) successive samples are not independent of each other but form a Markov chain with some amount of correlation.
text: , and then consider only every stationary distribution of the Markov chain is the desired joint distribution over the variables, but it may take a while for that stationary distribution to be reached; (2) successive samples are not independent of each other but form a Markov chain with some amount of correlation.