A Methodology for the Choice of the Best Fitting Continuous-Time Stochastic Models of Crude Oil Price: The Case of Russia

Authors

  • Hamidreza Mostafaei
  • Ali Akbar Rahimzadeh Sani Teacher Training University of Tehran
  • Samira Askari Islamic Azad University

Abstract

In this study, it has been attempted to select the best continuous- time stochastic model, in order to describe and forecast the oil price of Russia, by information and statistics about oil price that has been available for oil price in the past. For this purpose, method of The Maximum Likelihood Estimation is implemented for estimation of the parameters of continuous-time stochastic processes. The result of unit root test with a structural break, reveals that time series of the crude oil price is a stationary series. The simulation of continuous-time stochastic processes and the mean square error between the simulated prices and the market ones shows that the Geometric Brownian Motion is the best model for the Russian crude oil price. Keywords: Stochastic processes; Crude oil price; Unit root test; Structural break; MLE estimation; Simulation JEL Classifications: C51; C53

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Published

2013-03-15

How to Cite

Mostafaei, H., Sani, A. A. R., & Askari, S. (2013). A Methodology for the Choice of the Best Fitting Continuous-Time Stochastic Models of Crude Oil Price: The Case of Russia. International Journal of Energy Economics and Policy, 3(2), 137–142. Retrieved from https://mail.econjournals.com/index.php/ijeep/article/view/370

Issue

Vol. 3 No. 2 (2013)

Section

Articles

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