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Weight adjusted composite model for forecasting in anomalous environments

  • US 10,373,068 B2
  • Filed: 11/10/2014
  • Issued: 08/06/2019
  • Est. Priority Date: 11/10/2014
  • Status: Active Grant
First Claim
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1. A method for event forecasting in anomalous environments, the method comprising:

  • in a forecasting data processing system comprising a software-implemented predictive model configured to cause a processor to perform a simulation of a phenomenon to forecast outcomes of the phenomenon at a future time,creating new data of a composite forecasting model by combining with a base forecasting model a second forecasting model, the base forecasting model causing the processor to output a first forecast of an event in a time series, the data of the time-series comprising an anomalous portion, wherein the anomalous portion comprises a non-uniformity in a distribution of the event in the time-series, the second forecasting model being configured to represent the anomalous portion of data in the time series, wherein the second forecasting model comprises an equation whose curve fits, within a threshold, a curve formed by a set of values in the anomalous portion, and wherein the base forecasting model forecasts a value of the event in a non-anomalous portion of the data of the time series;

    combining with the composite model a mixing algorithm, the mixing algorithm causing the processor to adjust a set of weights associated with the composite model;

    adjusting, by the processor, responsive to identifying a future period in which the event is to be forecasted, using the mixing algorithm, existing weight data of a subset of the set of weights to produce new weight data of the subset of the set of weights, the processor using the new weight data to convert the composite forecasting model to a weight adjusted composite model in the event forecasting data processing system; and

    executing, using the processor and a memory, the weight adjusted composite model to output a second forecast of the event during the future period in the anomalous portion of the time-series, wherein the second forecast has a better accuracy relative to the first forecast.

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