Study on unbiased interval grey number prediction model with new information priority

Author:

Li Ye,Li Juan

Abstract

Purpose The purpose of this paper is to construct an unbiased interval grey number prediction model with new information priority for dealing with the jumping errors from difference equation to the differential equation in the prediction model of interval grey number. Design/methodology/approach First, this study obtains a set of linear equations about the model parameters by taking the minimum error sum of squares between the accumulative sequence and its simulation values as criterion, and solves them on the basis of the Crammer rule. Then, according to the new information priority principle, it selects the last number of the accumulated generation sequence as the initial value and gives the expression of the time response function by the recursive iteration method to establish the interval grey number prediction model. Findings This paper provides an unbiased interval grey number prediction model with new information priority, and the example analysis shows that the method proposed in this paper has higher prediction precision and practicality. Research limitations/implications If there is a better method to whiten the interval grey number, so as to fully tap the grey information contained in it, the accuracy of the model will be higher. Practical implications The model proposed in this paper can avoid the error caused by jumping from difference equation to differential equation and make full use of new information. It can be better used in a problem where new information has a great influence on prediction results. Originality/value This paper selects the last number of the accumulated generation sequence as the initial value and gives the expression of the time response function by the recursive iteration method. Then, it constructs an unbiased interval grey number prediction model with new information priority.

Publisher

Emerald

Reference24 articles.

1. Parameter optimization of interval grey number geometric prediction model;Statistics & Decision,2017

2. An optimized grey prediction model of interval grey numbers based on residual corrections;Control and Decision,2018

3. Self-memory prediction model of interval grey number based on grey degree of compound grey number;Systems Engineering and Electronics,2014

4. An unbiased grey forecasting model;Systems Engineering and Electronics,2000

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