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QUANTIFYING THE COVID-19 SHOCK IN CRYPTOCURRENCIES 量化加密货币中的 covid-19 冲击
Pub Date : 2024-01-18 DOI: 10.1142/s0218348x24500191
L. H. Fernandes, J. W. Silva, Fernando H. A. Araujo, A. F. Bariviera
This paper sheds light on the changes suffered in cryptocurrencies due to the COVID-19 shock through a nonlinear cross-correlations and similarity perspective. We have collected daily price and volume data for the seven largest cryptocurrencies considering trade volume and market capitalization. For both attributes (price and volume), we calculate their volatility and compute the Multifractal Detrended Cross-Correlations (MF-DCCA) to estimate the complexity parameters that describe the degree of multifractality of the underlying process. We detect (before and during COVID-19) a standard multifractal behavior for these volatility time series pairs and an overall persistent long-term correlation. However, multifractality for price volatility time series pairs displays more persistent behavior than the volume volatility time series pairs. From a financial perspective, it reveals that the volatility time series pairs for the price are marked by an increase in the nonlinear cross-correlations excluding the pair Bitcoin versus Dogecoin [Formula: see text]. At the same time, all volatility time series pairs considering the volume attribute are marked by a decrease in the nonlinear cross-correlations. The K-means technique indicates that these volatility time series for the price attribute were resilient to the shock of COVID-19. While for these volatility time series for the volume attribute, we find that the COVID-19 shock drove changes in cryptocurrency groups.
本文通过非线性交叉相关性和相似性的视角,揭示了 COVID-19 冲击给加密货币带来的变化。考虑到交易量和市值,我们收集了七种最大加密货币的每日价格和交易量数据。对于这两种属性(价格和交易量),我们计算了它们的波动率,并计算了多分形去趋势交叉相关性(MF-DCCA),以估计描述底层过程多分形程度的复杂性参数。我们发现(在 COVID-19 之前和期间)这些波动率时间序列对具有标准的多分形行为和整体持续的长期相关性。然而,价格波动率时间序列对的多分形比成交量波动率时间序列对显示出更持久的行为。从金融角度来看,它揭示了价格波动时间序列对的非线性交叉相关性增加的特点,其中不包括比特币与 Dogecoin 的对比[计算公式:见正文]。同时,考虑到交易量属性的所有波动时间序列对的非线性交叉相关性都有所下降。K-means 技术表明,这些价格属性的波动率时间序列对 COVID-19 的冲击具有抵抗力。而对于这些交易量属性的波动率时间序列,我们发现 COVID-19 的冲击推动了加密货币组的变化。
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引用次数: 0
VIBRATION ANALYSIS OF HEAVY WEAPONS IN TRANSIT BY AIRCRAFT IN FRACTAL SPACE CONSIDERING LOCATION DEVIATION 考虑位置偏差的飞机运输重型武器在分形空间中的振动分析
Pub Date : 2024-01-18 DOI: 10.1142/s0218348x2450018x
YONG-GANG Kang, Shuai-Jia Kou, SI-REN Song, YU-ZHEN Chang, AN-YANG Wang, YONG-GANG Chen
Air transportation constitutes a significant advancement in enhancing transportation efficiency. Nonetheless, when this modality is employed for the transit of large-scale armaments and equipment, the vibrational properties of these items within the aircraft’s cabin, coupled with potential deviations from their designated installation positions, emerge as critical factors that could compromise the safety of such transportation endeavors. To accommodate the unique environmental conditions of low-temperature and low-pressure prevalent in high-altitude air transportation, this model employs a fractal frequency formula for an expedited and accurate characterization of vibrational properties, while also providing a detailed analysis of the errors attributable to positional deviations in these vibration assessments. The findings of this research demonstrate that the computational accuracy achieved herein surpasses that of the variational iteration method (VIM) and the homotopy perturbation method (HPM). Moreover, the investigation into the damping effects of inertial forces within fractal dimensions unveils innovative prospects for optimizing nonlinear vibration systems under the challenging conditions of low-temperature and low-pressure environments.
航空运输是提高运输效率的一大进步。然而,当采用这种方式运输大型武器装备时,这些物品在机舱内的振动特性,以及可能偏离其指定安装位置的情况,都成为危及此类运输安全的关键因素。为了适应高海拔航空运输中普遍存在的低温低压的独特环境条件,该模型采用了分形频率公式来快速准确地描述振动特性,同时还对这些振动评估中的位置偏差造成的误差进行了详细分析。研究结果表明,该模型的计算精度超过了变异迭代法(VIM)和同调扰动法(HPM)。此外,对分形维度内惯性力阻尼效应的研究为在低温低压环境的挑战条件下优化非线性振动系统开辟了创新前景。
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引用次数: 0
Fractal study on interporosity flow function and shape factor of a power-law fluid in rough fractured dual media 粗糙断裂双介质中幂律流体的孔间流函数和形状因子的分形研究
Pub Date : 2023-11-30 DOI: 10.1142/s0218348x24500051
Shanshan Yang, Ruike Cui, Mingqing Zou, Qiong Sheng, Shuaiyin Chen, Mengying Wang
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引用次数: 0
Neural network method for parameter estimation of fractional discrete-time unified systems 分数离散时间统一系统参数估计的神经网络方法
Pub Date : 2023-11-30 DOI: 10.1142/s0218348x2450004x
Zhifeng Wu, Guo-Cheng Wu, Wei Zhu
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引用次数: 0
Complexity-based analysis of the correlation of brain and heart activity in younger and older subjects 基于复杂性的年轻和年长受试者大脑和心脏活动相关性分析
Pub Date : 2023-11-30 DOI: 10.1142/s0218348x24500142
Najmeh Pakniyat, Gayathri Vivekanandhan, Norazryana Mat Dawi, Ondrej Krejcar, R. Frischer, H. Namazi
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引用次数: 0
Statistical Analysis by Wavelet Leaders Reveals Differences in Multi-Fractal Characteristics of Stock Price and Return Series in Turkish High Frequency Data 小波领导者的统计分析揭示了土耳其高频数据中股票价格和收益率序列的多分形特征差异
Pub Date : 2023-11-30 DOI: 10.1142/s0218348x24500026
S. Lahmiri, A. Şensoy, Erdinç Akyıldırım, S. Bekiros
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引用次数: 0
Fractal model of flow current in micro rough capillary tubes 微型粗糙毛细管中流动电流的分形模型
Pub Date : 2023-11-30 DOI: 10.1142/s0218348x24500075
Shanshan Yang, Qiong Sheng, Mingchao Liang, Mingqing Zou
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引用次数: 0
Fractal Model for Effective Thermal Conductivity of Composite Materials Embedded with a Damaged Tree-Like Bifurcation Network 嵌入受损树状分叉网络的复合材料有效导热率分形模型
Pub Date : 2023-11-30 DOI: 10.1142/s0218348x24500087
Mingxing Liu, Jun Gao, Boqi Xiao, Peilong Wang, Yi Li, Huan Zhou, Shaofu Li, Gongbo Long, Yong Xu
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引用次数: 0
Geodesic Distances on Sierpinski-Like Sponges and Their Skeleton Networks 类西尔平斯基海绵及其骨架网络上的大地距离
Pub Date : 2023-11-30 DOI: 10.1142/s0218348x24500063
Ying Lu, Qingcheng Zeng, Jiajun Xu, Lifeng Xi
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引用次数: 0
An efficient approach for solving the fractal, damped cubic-quintic Duffing's equation 求解分形阻尼立方五次方程的高效方法
Pub Date : 2023-11-30 DOI: 10.1142/s0218348x24500117
A. Elías-Zúñiga, O. Martínez-Romero, Daniel Olvera Trejo, L. M. Palacios-Pineda
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引用次数: 0
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Fractals
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