Polynomial approximation schemes and exact algorithms for optimum curve segmentation problems
Optimum curve segmentation problems typically arise when analyzing data represented by curves or graphs of real-valued functions in one real variable. Examples of applications are many, including: time series analysis and forecasting; analysis and identification of dynamical systems; process-monitoring (analysis and modelling of input-output relationships for physical systems such as chemical reactors, engines, electrical systems, biological systems, etc.).
polynomial approximation discrete segmentation continuous segmentation