Gives the probability of $\psi_1$, given observations.
Equation 4 of the supplement
Usage
p.eqn4.supp(D1, y, H1, include.prior=TRUE, lognormally.distributed, return.log, phi)
Arguments
D1
Matrix of code run points
y
Vector of code outputs
H1
Regression function
include.prior
Boolean with default TRUE meaning to
return the likelihood multiplied by the aprior probability and FALSE
meaning to return the likelihood without the prior.
lognormally.distributed
Boolean; see ?prob.theta for
details
return.log
Boolean, with default FALSE meaning to return
the probability and TRUE meaning to return the logarithm of
the probability.
phi
hyperparameters
References
M. C. Kennedy and A. O'Hagan 2001. Bayesian
calibration of computer models. Journal of the Royal Statistical
Society B, 63(3) pp425-464
M. C. Kennedy and A. O'Hagan 2001. Supplementary details on
Bayesian calibration of computer models, Internal report, University
of Sheffield. Available at http://www.shef.ac.uk/~st1ao/ps/calsup.ps
R. K. S. Hankin 2005. Introducing BACCO, an R bundle for
Bayesian analysis of computer code output, Journal of Statistical
Software, 14(16)