BAYESIAN INFORMATION CRITERION ANALYSIS FOR ACCURACY IMPROVEMENT OF MULTIVARIATE TIME SERIES DATA ANALYSIS

被引:0
|
作者
Ohshiro, Ayako [1 ]
Nakamura, Morikazu [2 ]
机构
[1] Okinawa Int Univ, Fac Econ, Okinawa 9012701, Japan
[2] Univ Ryukyus, Fac Engn, Okinawa 9030213, Japan
关键词
Multivariate time series analysis; Bayesian information criterion; deci- sion tree; dynamic time warping; ARIMA; NETWORKS; FORECAST;
D O I
10.31577/cai202451137
中图分类号
TP18 [人工智能理论];
学科分类号
081104 ; 0812 ; 0835 ; 1405 ;
摘要
Multivariate time series data can be collected and employed in various fields to predict future data. However, owing to significant uncertainty and noise, controlling the prediction accuracy during practical applications remains challenging. Therefore, this study examines the Bayesian information criterion (BIC) as an evaluation metric for prediction models and analyzes its changes by varying the explanatory variables, variable pairs, and learning and validation periods. Descriptive statistics and decision tree-based algorithms, such as classification and regression tree, random forest, and dynamic time warping, were employed in the analysis. The experimental evaluations were conducted using two types of restaurant data: sales, weather, number of customers, number of views on gourmet site, and day of the week. Based on the experimental results, we compared and discussed the learning behavior based on various explanatory variable combinations. We discovered that 1. the explanatory variable, the number of customers, exhibited a significantly different trend from other variables when dynamic time warping was applied, particularly in combination with other variables, and 2. variables with seasonality yielded the best performance when used independently; otherwise, the predictive accuracy decreased according to the decision tree results. This comparative investigation revealed that the proposed BIC analysis method proposed can be used to effectively identify the optimal combination of explanatory variables for multivariate time series data that exhibit characteristics such as seasonality.
引用
收藏
页码:1137 / 1160
页数:24
相关论文
共 50 条
  • [41] Mutual-information matrix analysis for nonlinear interactions of multivariate time series
    Xiaojun Zhao
    Pengjian Shang
    Jingjing Huang
    Nonlinear Dynamics, 2017, 88 : 477 - 487
  • [42] Detecting Stress from Multivariate Time Series Data Using Topological Data Analysis
    Hieu Vu Tran
    McGregor, Carolyn
    Kennedy, Paul J.
    ADVANCES IN ARTIFICIAL INTELLIGENCE, AI 2023, PT I, 2024, 14471 : 341 - 353
  • [43] Bayesian analysis of thematic map accuracy data
    Denham, Robert
    Mengersen, Kerrie
    Witte, Christian
    REMOTE SENSING OF ENVIRONMENT, 2009, 113 (02) : 371 - 379
  • [44] Nonparametric Spectral Analysis of Multivariate Time Series
    von Sachs, Rainer
    ANNUAL REVIEW OF STATISTICS AND ITS APPLICATION, VOL 7, 2020, 2020, 7 : 361 - 386
  • [45] Statistical and temporal analysis of a novel multivariate time series data for food engineering
    Abdella, Alla
    Brecht, Jeffrey K.
    Uysal, Ismail
    JOURNAL OF FOOD ENGINEERING, 2021, 298
  • [46] On multivariate fuzzy time series analysis and forecasting
    Wu, B
    Hsu, YY
    SOFT METHODS IN PROBABILITY, STATISTICS AND DATA ANALYSIS, 2002, : 363 - 372
  • [47] Visual causal analysis of multivariate time series
    Zhang, Xiaoxi
    Yang, Xiao
    Hu, Haibo
    Qin, Hongxing
    JOURNAL OF VISUALIZATION, 2025,
  • [48] Multivariate event time series analysis using hydrological and suspended sediment data
    Javed, Ali
    Hamshaw, Scott D.
    Lee, Byung Suk
    Rizzo, Donna M.
    JOURNAL OF HYDROLOGY, 2021, 593
  • [49] Visual Exploration for Time Series Data U sing Multivariate Analysis Method
    Wang Xiaohuan
    Yuan Guodong
    Wang Huan
    Hu Wei
    PROCEEDINGS OF THE 2013 8TH INTERNATIONAL CONFERENCE ON COMPUTER SCIENCE & EDUCATION (ICCSE 2013), 2013, : 1189 - 1193
  • [50] Nonlinear independent component analysis and multivariate time series analysis
    Storck, J
    Deco, G
    PHYSICA D, 1997, 108 (04): : 335 - 349