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Likelihood

Takeshi Akuhara edited this page Jan 7, 2020 · 12 revisions

Likelihood

For the likelihood, we mostly follow the approach of Bodin et al. (2012). Summary of the definition is as follows:

  • Likelihood is defined by multivariate Gaussian distribution likelihood,

where the superscript j is an index for traces.

  • We use noise covariance matrix with r^2 decay

    likelihood2

    • σ_j is treated as a model parameter
    • r_j is automatically determined by the choice of the low-pass filter.
    • The inverse of C is calculated using singular value decomposition.
    • Computing the determinant of C is not necessary because it is canceled out in the case of MCMC.

Related parameters

For the following notations, please refer to Input files.

  • N_TRC
  • SIG_MIN, SIG_MAX
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