📄 eval_ar_perf.m
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function [ypred, ll, mse] = eval_AR_perf(coef, C, y, model)% Evaluate the performance of an AR model.% % Inputs% coef(:,:,k,m) - coef. matrix to use for k steps back, model m% C(:,:,m) - cov. matrix for model m% y(:,t) - observation at time t% model(t) - which model to use at time t (defaults to 1 if not specified)%% Outputs% ypred(:,t) - the predicted value of y at t based on the evidence thru t-1.% ll - log likelihood% mse - mean squared error = sum_t d_t . d_t, where d_t = pred(y_t) - y(t)[s T] = size(y);k = size(coef, 3);M = size(coef, 4);if nargin<4, model = ones(1, T); endypred = zeros(s, T);ypred(:, 1:k) = y(:, 1:k);mse = 0;ll = 0;for j=1:M c(j) = log(normal_coef(C(:,:,j))); invC(:,:,j) = inv(C(:,:,j));endcoef = reshape(coef, [s s*k M]);for t=k+1:T m = model(t-k); past = y(:,t-1:-1:t-k); ypred(:,t) = coef(:, :, m) * past(:); d = ypred(:,t) - y(:,t); mse = mse + d' * d; ll = ll + c(m) - 0.5*(d' * invC(:,:,m) * d);endmse = mse / (T-k+1);
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