拱形模型的比较:比特币价格的决定因素

Esin Demirel
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引用次数: 0

摘要

本研究的目的是确定各种货币之间的交易数量,这些货币最终将成为我们生活的一部分,无法实际持有,可以快速流动,并在本研究进行的那一年(2023 年)在不断变化的世界秩序中作为一种新的购物和投资工具出现。本研究的重点是分析影响最流行货币比特币的变量。虽然分析影响比特币的变量被确定为本研究的主要目的,但本研究也试图就受加密货币影响的变量得出一般性结论。由于没有其他加密货币的交易量能与比特币相提并论,因此比特币被认为是分析加密货币的一个很好的模型。研究中使用的方法是自回归条件异方差(ARCH)模型。人们认为,对于价值每秒都在变化的比特币变量来说,最合适的模型是 ARCH 及其衍生模型。从 ARCH 模型中选取的其他模型也作为一种方法加入到分析中。研究中使用的模型可以列举如下:线性 ARC、广义 ARC(GARCH)、指数 GARCH 和阈值 GARCH。自回归条件异方差(ARCH)统计模型用于研究时间序列的波动性。通过提供更接近实际市场的波动率模型,ARCH 模型被金融部门用来量化风险。根据 ARCH 模型,高波动期之后是更高的波动期,而低波动期之后是更低的波动期。在本研究中,利用文献选择了 5 个不同的变量,使用 ARCH 模型分析影响比特币收益的变量。研究中的因变量是比特币价格。其余变量作为自变量被纳入模型。这些变量实际上是在一组变量中被认可和选择为最佳的变量。换句话说,研究首先利用文献加入了 15 个变量。之后,进行了相关分析。根据相关性分析的结果,模型中保留了与因变量比特币价格相关性最高、相互之间相关性最低的变量。这些变量是比特币价格、原油现货价格、欧元兑美元平价、黄金现货价格和纳斯达克综合指数。研究期间为 2020 年至 2023 年,使用每日数据进行研究。从 2020 年到 2023 年的每日数据中剔除了没有数据的日子,以防止信息丢失。在剔除缺失的观测数据后,本研究对剩余的 837 个观测数据进行了研究。在研究过程中,在运行使用不同方法创建的模型时,发现结果最好的模型是 GARCH 模型。换句话说,在对影响比特币(从人口角度看加密货币)的变量进行建模时,比较线性 ARCH、广义 ARCH (GARCH)、指数 GARCH 和 ARCH 模型的阈值 GARCH,可以发现 GARCH 模型的结果最好。将 GARCH 模型的输出与本研究未包括的其他 ARCH 模型进行比较,可作为今后研究的一项建议。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A COMPARISON OF ARCH MODELS: THE DETERMINANTS OF BITCOIN’S PRICE
The aim of this study is to determine the number of transactions among the currencies, which will eventually become a part of our lives, cannot be physically held, can move quickly, and emerge as a new shopping and investment tool in the changing world order, as of the year (2023) when this study was conducted. The study focuses on the analysis of the variables that affect the most popular currency, Bitcoin. Although the analysis of variables that influence Bitcoin was determined as the primary aim of the study, the study also attempted to reach a general conclusion about the variables affected by the cryptocurrencies. Since there is no other cryptocurrency that is traded as much as Bitcoin, Bitcoin is thought to be a good model for the analysis of cryptocurrencies. The method used in the study was autoregressive conditional heteroskedastic (ARCH) models. It is believed that the most suitable models for the Bitcoin variable, whose value changes every second, are ARCH and its derivatives. Other models selected from the ARCH models were also added to the analysis as a method. The models used in the study can be listed as follows: linear ARC, generalized ARC (GARCH), exponential GARCH and threshold GARCH. A statistical model called autoregressive conditional heteroscedasticity (ARCH) is used to study the volatility of time series. Through the provision of a volatility model that more closely mimics actual markets, ARCH modeling is utilized in the financial sector to quantify risk. According to ARCH modeling, periods of high volatility are followed by even higher volatility, and periods of low volatility are followed by even lower volatility. In this study, 5 different variables were selected using literature to analyze the variables affecting Bitcoin returns using ARCH models. The dependent variable in the study is the price of Bitcoin. The remaining variables were included in the models as independent variables. These variables are actually variables that are accepted and selected as the best among a set of variables. In other words, 15 variables were first added to the study using the literature. After this, a correlation analysis was carried out. As a result of the correlation analysis, the variables with the highest correlation with the price of Bitcoin, which is the dependent variable, and the lowest correlation with each other were retained in the model. These variables are Bitcoin Price, Crude Oil Spot Price, Euro-Dollar Parity, Gold Spot Price and NASDAQ Composite Index. The study period is between 2020 and 2023 and it was studied using daily data. Days with no data were removed from the daily period from 2020 to 2023 and loss of information was prevented. After removing missing observations, this study examined the remaining 837 observations. During the research, while running the models created using different methods, it was found that the model that gives the best result is the GARCH model. In other words, when modeling the variables affecting bitcoin (cryptocurrency from the perspective of the population), it was seen that the GARCH model gave the best results when comparing linear ARCH, generalized ARCH (GARCH), exponential GARCH, and threshold GARCH of the ARCH model. Comparing the output of the GARCH model with other ARCH models not included in this study can be a recommendation for the future study
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