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The vector/matrix operations fail to compile in windows due to eigen incompatibility with windows compiler. Here we opt to use a non- vectorized model for windows platform.
57 lines
1.8 KiB
Text
57 lines
1.8 KiB
Text
data {
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int T; // Sample size
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int<lower=1> K; // Number of seasonal vectors
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real t[T]; // Day
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real cap[T]; // Capacities
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real y[T]; // Time-series
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int S; // Number of changepoints
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real A[T, S]; // Split indicators
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real t_change[S]; // Index of changepoints
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real X[T,K]; // season vectors
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real<lower=0> sigma; // scale on seasonality prior
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real<lower=0> tau; // scale on changepoints prior
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}
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parameters {
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real k; // Base growth rate
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real m; // offset
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real delta[S]; // Rate adjustments
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real<lower=0> sigma_obs; // Observation noise (incl. seasonal variation)
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real beta[K]; // seasonal vector
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}
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transformed parameters {
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real gamma[S]; // adjusted offsets, for piecewise continuity
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real k_s[S + 1]; // actual rate in each segment
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real m_pr;
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// Compute the rate in each segment
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k_s[1] = k;
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for (i in 1:S) {
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k_s[i + 1] = k_s[i] + delta[i];
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}
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// Piecewise offsets
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m_pr = m; // The offset in the previous segment
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for (i in 1:S) {
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gamma[i] = (t_change[i] - m_pr) * (1 - k_s[i] / k_s[i + 1]);
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m_pr = m_pr + gamma[i]; // update for the next segment
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}
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}
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model {
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real Y[T];
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//priors
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k ~ normal(0, 5);
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m ~ normal(0, 5);
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delta ~ double_exponential(0, tau);
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sigma_obs ~ normal(0, 0.1);
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beta ~ normal(0, sigma);
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// Likelihood
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for (i in 1:T) {
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Y[i] = cap[i] / (1 + exp(-(k + dot_product(A[i], delta)) * (t[i] - (m + dot_product(A[i], gamma))))) + dot_product(X[i], beta);
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}
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y ~ normal(Y, sigma_obs);
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}
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