scores#
Scoring rules for point estimation.
Classes
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\(S(\hat \theta, \theta) = | \hat \theta - \theta |^2\) |
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\(S(\hat \theta, \theta) = | \hat \theta - \theta |\) |
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\(S(\hat p_{\mu, \Sigma}, \theta; k) = \log( \mathcal N (\theta; \mu, \Sigma))\) |
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\(S(\hat \theta, \theta; k) = | \hat \theta - \theta |^k\) |
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\(S(\hat p_\phi, \theta; k) = \log(\hat p_\phi(\theta))\) |
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\(S(\hat \theta_i, \theta; \tau_i) = (\hat \theta_i - \theta)(\mathbf{1}_{\hat \theta - \theta > 0} - \tau_i)\) |
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Base class for scoring rules. |