Proposing an Innovative Model Based on the Sierpinski Triangle for Forecasting EUR/USD Direction Changes

Fatemeh Rahimi, Seyed Alireza Mousavian Anaraki
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Abstract

The Sierpinski triangle is a fractal that is commonly used due to some of its characteristics and features. The Forex financial market is among the places wherein this triangle's characteristics are effective in forecasting the prices and their direction changes for the selection of the proper trading strategy and risk reduction. This study presents a novel approach to the Sierpinski triangle and introduces an innovative model based on it to forecast the direction changes in currency pairs, particularly EUR/USD. The model proposed in this study is dependent on the number of data selected for forecasting. The number of data is, in fact, the area of the initial triangle and the forecasted value of the self-similar triangles formed in each stage. For the performance assessment of the proposed method within one year (03/01/2019 to 28/02/2020), daily EUR/USD closed price data was classified into three categories, namely the training (70%), testing (20%), and validation (10%). Three approaches were proposed that led to forecasting the mean direction accuracy and the best result of over 60 percent in the third approach and over 50 percent in the first and second approaches. Results reflect the satisfactory improvements in the third approach compared to the econometrics, time-series, and machine learning methods. Moreover, the optimal number of data for the model is selected such that the difference between the accuracy of the direction forecasting in the training category and testing category is above 0.6 and below 0.05.
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提出一个基于谢尔宾斯基三角的预测欧元/美元方向变化的创新模型
Sierpinski三角形是一种常用的分形,由于它的一些特性和特征。在外汇金融市场中,这个三角形的特征可以有效地预测价格及其方向的变化,从而选择适当的交易策略和降低风险。本研究提出了一种新的谢尔宾斯基三角的方法,并在此基础上引入了一个创新的模型来预测货币对的方向变化,特别是欧元/美元。本研究提出的模型依赖于所选预测数据的数量。数据的数量实际上是初始三角形的面积和每个阶段形成的自相似三角形的预测值。对于一年内(2019年3月1日至2020年2月28日)提出的方法的性能评估,将每日欧元/美元收盘价数据分为三类,即训练(70%),测试(20%)和验证(10%)。提出了三种预测平均方向精度的方法,其中第三种方法的预测结果在60%以上,第一种和第二种方法的预测结果在50%以上。结果表明,与计量经济学、时间序列和机器学习方法相比,第三种方法有了令人满意的改进。选择模型的最优数据数,使训练类和测试类的方向预测准确率之差在0.6以上,在0.05以下。
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