Journal of Mathematics

Application of Fractional-order Models in Management and Economic Systems


Publishing date
01 Nov 2021
Status
Closed
Submission deadline
18 Jun 2021

Lead Editor

1Hebei University of Engineering, Handan, China

2Muğla Sıtkı Koçman University, Muğla, Turkey

3Wuhan University of Technology, Wuhan, China

This issue is now closed for submissions.
More articles will be published in the near future.

Application of Fractional-order Models in Management and Economic Systems

This issue is now closed for submissions.
More articles will be published in the near future.

Description

Fractional calculus, fractional-order ideal, and fractional operators (fractional-order model) have gained importance and popularly due to applications in many fields. The fractional-order model has also been extensively studied in recent years.

However, we are still at the beginning of applying this very powerful tool in management and economic science. The integral order models are ideal memory models, which are not suitable for describing irregular phenomena. The fractional-order characteristic enables the proposed model to exhibit simultaneously both short-range dependence and long-range dependence. The use of fractional order can improve and generalize well-established mathematics methods and strategies. Many different fractional-order schemes are presented for management and economic systems. Fractional-order economic models with power-law memory have shown that memory effects can play an important role in economic phenomena and processes. The fractional-order inventory model has memory effects.

The aim of this Special Issue is to investigate the fractional model extent and its applications, with particular emphasis on management and economic systems. We invite authors to submit their original research and review articles exploring the issues and extent of the fractional-order model.

Potential topics include but are not limited to the following:

  • Fractional-order operator and complex number order operator extent
  • Fractional-order economic models and systems
  • Fractional auto-regressive integrated moving average model and fractional forecasting model
  • Fractional derivative model and fractional integral inequality extent
  • Fractional differentiation model and special function extent
  • Fractional-order neural network and support vector machine extent
  • Fractional-order cuckoo search and other intelligent optimization algorithms
  • Fractional-order grey system model and fractional-order uncertain model
  • Fractional-order inventory model and fractional-order Fourier transform model
  • Fractional-order ideals in data envelopment analysis and other evaluated models
  • Potential and current applications of the fractional-order model

Articles

  • Special Issue
  • - Volume 2021
  • - Article ID 4318481
  • - Research Article

Analysis of Rural Talent Scale in Hebei Province Based on Fractional GM (1,1) and the Grey Relational Analysis Model

Yibo Li | Wenbin Bi | ... | Chaoyong Tang
  • Special Issue
  • - Volume 2021
  • - Article ID 7765325
  • - Research Article

An Empirical Analysis of the Price Volatility Characteristics of China’s Soybean Futures Market Based on ARIMA-GJR-GARCH Model

Yang Xu | Zhihao Xia | ... | Xiaodi Su
  • Special Issue
  • - Volume 2021
  • - Article ID 6178629
  • - Research Article

Forecasting the Cumulative Confirmed Cases with the FGM and Fractional-Order Buffer Operator in Different Stages of COVID-19

Yanhui Chen | Minglei Zhang | ... | Jackson Jinhong Mi
  • Special Issue
  • - Volume 2021
  • - Article ID 4562392
  • - Research Article

Sliding Mode Matrix-Projective Synchronization for Fractional-Order Neural Networks

Jinman He | Tengfei Lei | Limin Jiang
  • Special Issue
  • - Volume 2021
  • - Article ID 3793522
  • - Research Article

Regional Heterogeneity of Carbon Emissions and Peaking Path of Carbon Emissions in the Bohai Rim Region

Chuanhui Wang | Mengzhen Zhao | ... | Wenwen Li
  • Special Issue
  • - Volume 2021
  • - Article ID 5406547
  • - Research Article

Fractional Order Accumulation NGM (1, 1, k) Model with Optimized Background Value and Its Application

Jun Zhang | Yanping Qin | ... | Huaqiong Duo
  • Special Issue
  • - Volume 2021
  • - Article ID 9200560
  • - Research Article

Forecasting Chinese Wind Power Installed Capacity Using a Novel Grey Model with Parameters Combination Optimization

Xiaoshuang Luo | Bo Zeng | ... | Wenhao Zhou
  • Special Issue
  • - Volume 2021
  • - Article ID 8585238
  • - Research Article

Prediction of China’s Express Business Volume Based on FGM (1, 1) Model

Chunyan Xiong | Liusan Wu
  • Special Issue
  • - Volume 2021
  • - Article ID 7996776
  • - Review Article

A Bibliometric Analysis and Visualization of Fractional Order Research in China over Two Decades (2001–2020)

Yunfei Yang | Ke Lv | ... | Xi Huang
  • Special Issue
  • - Volume 2021
  • - Article ID 8877865
  • - Research Article

Container Throughput Forecasting of Tianjin-Hebei Port Group Based on Grey Combination Model

Chen He | Huipo Wang
Journal of Mathematics
 Journal metrics
Acceptance rate22%
Submission to final decision43 days
Acceptance to publication32 days
CiteScore0.500
Journal Citation Indicator0.690
Impact Factor0.971
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