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Conformal time series forecasting is a probabilistic forecasting method using [[Conformal Prediction]] Conformal Prediction Conformal prediction is a method to sequentially predict consistent confidence intervals using nonconformity measures. .
For any given model $\mathcal M$, conformal time series forecasting trains on a training dataset $\mathcal D_{\text{Train}}$ then calculates a [[Confidence Interval]] Confidence Interval Estimates from a sample can be entitled a confidence interval using a calibration dataset $\mathcal D_{\text{Calibration}}$. The confidence interval is directly used for inference. This framework is called the inductive conformal prediction (ICP).
Induction, Deduction, and Transduction How to Forecast the Confidence Interval For a dataset $\mathcal D$, we split it, e.
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wiki/forecasting/probablistic/conformal-time-series-forecasting/
Conformal time series forecasting is a probabilistic forecasting method using [[Conformal Prediction]] Conformal Prediction Conformal prediction is a method to sequentially predict consistent confidence intervals using nonconformity measures. .$\mathcal M$ , conformal time series forecasting trains on a training dataset $\mathcal D_{\text{Train}}$ then calculates a [[Confidence Interval]] Confidence Interval Estimates from a sample can be entitled a confidence interval using a calibration dataset $\mathcal D_{\text{Calibration}}$ . The confidence interval is directly used for inference. This framework is called the inductive conformal prediction (ICP).$\mathcal D$ , we split it, e.
For any given model
Induction, Deduction, and Transduction How to Forecast the Confidence Interval For a dataset
https://datumorphism.leima.is/wiki/forecasting/probablistic/conformal-time-series-forecasting/
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