加密货币模糊风险预测区间的比较

Sulalitha Bowala, Japjeet Singh, A. Thavaneswaran, R. Thulasiram, S. Mandal
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引用次数: 0

摘要

数据驱动的波动率模型和神经波动率模型有可能彻底改变计算金融领域。波动性衡量时间序列数据的变化,因此它也是加密货币投资回报风险预测的驱动因素。加密货币是一种分散的交换媒介,它依赖于加密原语来促进不同各方之间无需信任的价值转移。加密货币支付不是实物货币,而是纯粹以描述特定交易的在线分类账区块链上的数字条目的形式存在。许多常用的风险预测模型在进行风险预测时没有考虑与标的资产波动性相关的不确定性。从模糊集理论的一些工具可以纳入预测模型,以说明这种不确定性。使用混合模型进行模糊波动率预测的兴趣正在增长。然而,用于模糊波动率预测的模糊系数混合模型的一个主要缺点是它不是数据驱动的。本文利用数据驱动波动率和数据驱动神经波动率预测的模糊集理论研究了模糊风险预测。该研究侧重于每日价格数据的长期波动性预测,同时简要探索高频(小时)数据的预测模型,作为未来研究的途径。提出了简单而有效的模糊风险波动率和模糊VaR预测模型。与现有的风险预测不同,其关键的基本思想是使用混合非线性自适应模糊波动率模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Comparison of Fuzzy Risk Forecast Intervals for Cryptocurrencies
Data-driven volatility models and neuro-volatility models have the potential to revolutionize the area of Computational Finance. Volatility measures the variation of a time series data, and thus it is also a driving factor for the risk forecasting of returns from investment in cryptocurrencies. A cryptocurrency is a decentralized medium of exchange that relies on cryptographic primitives to facilitate the trustless transfer of value between different parties. Instead of being physical money, cryptocurrency payments exist purely as digital entries on an online ledger called blockchain that describe specific transactions.Many commonly used risk forecasting models do not take into account the uncertainty associated with the volatility of an underlying asset to obtain the risk forecasts. Some tools from the fuzzy set theory can be incorporated into the forecasting models to account for this uncertainty. Interest in the use of hybrid models for fuzzy volatility forecasts is growing. However, a major drawback is that the fuzzy coefficient hybrid models used in fuzzy volatility forecasts are not data-driven. This paper uses fuzzy set theory with data-driven volatility and data-driven neuro-volatility forecasts to study the fuzzy risk forecasts. The study focuses on long-term volatility forecasts with daily price data while briefly exploring forecasting models with high-frequency (hourly) data as an avenue for future research. Simple yet effective models incorporating fuzziness to obtain fuzzy risk volatility forecasts and fuzzy VaR forecasts are presented. The key underlying idea, unlike the existing risk forecasting, is the use of a hybrid nonlinear adaptive fuzzy model for volatility.
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