On the equivalence of the forecast value construction in the “pyramidal” extrapolation method and cubic forecast

Authors

  • Yuriy Turbal National university of water and environmental engeneering
  • Mariana Turbal National University of Water and Environmental Engineering image/svg+xml , National University of Water and Environmental Engineering image/svg+xml
  • Driwi Abd Alkaleg National University of Water and Environmental Engineering image/svg+xml , National University of Water and Environmental Engineering image/svg+xml
  • Al Shukri Sumayya Ali National University of Water and Environmental Engineering image/svg+xml , National University of Water and Environmental Engineering image/svg+xml

DOI:

https://doi.org/10.31713/MCIT.2020.15

Keywords:

extrapolation; forecast; divided differences; interpolation, time series recognition problems

Abstract

The paper is devoted to the new method of short time series extrapolation, which was developed in recent years and was called “pyramidal”. This method can be used for predicting the deterministic component of an arbitrary economic, environmental and geophysical parameters. Numerical results show significant advantages of the proposed method in comparison with approaches to extrapolate, based on the use of polynomials, including Newton’s extrapolation . In this paper we study the procedure for constructing the forecast value in accordance with the pyramidal method and show that it is equivalent to the cubic forecast.

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Published

2020-10-23

Issue

No. 4 (2020): Modeling, control and information technologies: Proceedings of IV International scientific and practical conference

Section

Mathematical, computer modeling and computational methods

How to Cite

On the equivalence of the forecast value construction in the “pyramidal” extrapolation method and cubic forecast. (2020). MCIT: Proceedings of International Scientific and Practical Conference, 4, 67-70. https://doi.org/10.31713/MCIT.2020.15

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