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Figure 1
The prior distribution, noiseless posterior distribution and noisy posterior distributions for a GP with covariance 〈f(xi)f(xj)〉 = M5/2(|xi − xj|/4), where Mν(r) is the Matérn function as defined in equation (19) ![]() |
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Figure 1
The prior distribution, noiseless posterior distribution and noisy posterior distributions for a GP with covariance 〈f(xi)f(xj)〉 = M5/2(|xi − xj|/4), where Mν(r) is the Matérn function as defined in equation (19) ![]() |