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26 changes: 24 additions & 2 deletions nstat/decoding_algorithms.py
Original file line number Diff line number Diff line change
Expand Up @@ -2043,7 +2043,18 @@ def PPHybridFilterLinear(
X_u[model_index][:, time_index] = upd_x
W_u[model_index][:, :, time_index] = upd_W

det_ratio = np.sqrt(max(np.linalg.det(upd_W), 0.0)) / max(np.sqrt(max(np.linalg.det(pred_W), 0.0)), 1e-15)
# Likelihood via Laplace approximation (Srinivasan et al. 2007).
# Compute sqrt(det(W_u)) / sqrt(det(W_p)) as sqrt(det(W_u)/det(W_p))
# to avoid a fixed floor that destroys the ratio for
# high-dimensional models with tiny absolute determinants.
det_upd = np.linalg.det(upd_W)
det_pred = np.linalg.det(pred_W)
if det_pred > 0.0 and det_upd >= 0.0:
det_ratio = np.sqrt(det_upd / det_pred)
elif det_upd == 0.0 and det_pred == 0.0:
det_ratio = 1.0
else:
det_ratio = 0.0
log_term = np.sum(obs[:, time_index] * np.log(np.clip(lambda_delta.reshape(-1), 1e-12, np.inf)) - lambda_delta.reshape(-1))
likelihoods[model_index] = float(det_ratio * np.exp(np.clip(log_term, -200.0, 50.0)))

Expand Down Expand Up @@ -2212,7 +2223,18 @@ def PPHybridFilter(A, Q, p_ij, Mu0, dN, lambdaCIFColl, binwidth=0.001, x0=None,
X_u[model_index][:, time_index] = upd_x
W_u[model_index][:, :, time_index] = upd_W

det_ratio = np.sqrt(max(np.linalg.det(upd_W), 0.0)) / max(np.sqrt(max(np.linalg.det(pred_W), 0.0)), 1e-15)
# Likelihood via Laplace approximation (Srinivasan et al. 2007).
# Compute sqrt(det(W_u)) / sqrt(det(W_p)) as sqrt(det(W_u)/det(W_p))
# to avoid a fixed floor that destroys the ratio for
# high-dimensional models with tiny absolute determinants.
det_upd = np.linalg.det(upd_W)
det_pred = np.linalg.det(pred_W)
if det_pred > 0.0 and det_upd >= 0.0:
det_ratio = np.sqrt(det_upd / det_pred)
elif det_upd == 0.0 and det_pred == 0.0:
det_ratio = 1.0
else:
det_ratio = 0.0
log_term = np.sum(obs[:, time_index] * np.log(np.clip(lambda_delta.reshape(-1), 1e-12, np.inf)) - lambda_delta.reshape(-1))
likelihoods[model_index] = float(det_ratio * np.exp(np.clip(log_term, -200.0, 50.0)))

Expand Down
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