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The MCMC sampling required 400,000 iterations with burnin 5000 and thin interval 400, which significantly reduced autocorrelation to an acceptable range.
The lower sequence comprises the basal portion of the Marizal Formation and consists of a succession of fluvial sandstones, ending on a laterally continuous thin interval (<15 m) of interbedded shales and limestones bearing exposure features and paleosols on the top.
The MCMC was run for 180 000 iterations, with a burn-in of 20 000 iterations and thin interval of 50.
The MCMC was run for 180 000 iterations, with a burn-in of 20 000 iterations and a thin interval of 50.
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Note that an immediate implication of Theorem 2 is that when x = [ x, x] and y = [ y, y] are thin intervals, i.e. x ¯ = x ¯ = x and y ¯ = y ¯ = y are real numbers, then x ' ⋆ y ' will contain the result of the real arithmetic operation x ⋆ y.
Three independent chains of MCMC were run with 40 000 thinned updates and a thinning interval of 20 000 steps (i.e. total number of update steps = 8 × 10).
The thinning interval was set to 20 iterates.
Current discussions on optimal management strategies (rotation length, thinning interval etc)., are comprehensive – and potentially arguable under an inclusion of further goals than carbon sequestration compare[13, 59 61].
Increased discount rate (5%%) resulted in 10-year thinning interval, lower remaining basal area and smaller mean tree size of the residual stand.
The number of iterations, the thinning interval, and the burn-in length were set to 1000, 100, and 1000 respectively.
The posterior distributions of the different parameters of interest were estimated via MCMC procedures as previously described [13] from 2,000 post burn-in samples (with a burn-in period of 2,500 iterations) and a thinning interval of k = 25.
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