| Literature DB >> 33209897 |
Hui Lian1, Xin Ding2, Hongmin Zhang2, Xiaoting Wang1,2.
Abstract
BACKGROUND: Cardiovascular disease (CVD) and stroke are leading causes of death. It has several risk factors, including stress and pressure. Stock volatility can cause acute stress for stockholders so that it can cause CVD events. Recently, the spread of new coronaviruses worldwide has affected economic development greatly, leading to more severe stock market fluctuations, so we systematically quantify the short-term effect of stock volatility and CVD events.Entities:
Keywords: Stock volatility; cardiovascular mortality; meta-analysis; stroke
Year: 2020 PMID: 33209897 PMCID: PMC7661879 DOI: 10.21037/atm-20-6557
Source DB: PubMed Journal: Ann Transl Med ISSN: 2305-5839
Figure 1Flow of information through the distinct phases of a systematic review.
Characteristics of included studies
| Authors and year of publication | Outcomes investigated | Published journal | Location and period of data obtained | Study design | Model | No. events | Variables controlled | Lags (single/average/both) |
|---|---|---|---|---|---|---|---|---|
| Ma | CHD mortality |
| China, Shanghai,2006–2008 | Time-series | Over-dispersed generalized linear Poisson models | 22,272 | Long-term and seasonal trends,temperature, relative humidity, PM10, and O3 concentrations | Both |
| Yap | Overall mortality, cardiovascular mortality, incident MI, stroke, HF |
| Singapore,2001–2012 | Time-series | Generalized linear model | Na | Air pollutant levels | NA |
| Zhang | Stroke deaths |
| Nine urban districts of Shanghai,2006–2008 | Time-series | Generalized linear model | 29,566 | Air pollutant levels, day of the week, temperature, humidity | Both |
| Lin | Cardiovascular mortality |
| Taishan and Guangzhou, 2006–2010 | Time-series | Generalized linear model and distributed lag non-linear model | 41,085 | Public holidays, day of the week, temperature, humidity, air pollutant levels | Both |
Figure 2Forrest plots: relationship between stock volatility and cardiovascular mortality. The result from Shanghai is the pooled estimates from 2 studies.
Figure 3Forrest plots: relationship between stock volatility and stroke events.
Relationship between stock volatility and cardiovascular disease mortality: Lag patterns
| Subtypes | Lag 01 | Lag 04 | Lag 1 | Lag 2 | Lag 3 | Lag 4 |
|---|---|---|---|---|---|---|
| Number of estimated articles | 2 | 2 | 2 | 2 | 2 | 2 |
| Effect size, % (95% CI) | 4.026 (1.516 to 6.536) | 4.424 (1.145 to 7.703) | 2.425 (0.11 to 4.74) | 0.061 (−2. 726 to 2.848) | 3.775 (1.018 to 6.532) | 1.018 (−1.823 to 3.859) |
| Heterogeneity, I2, % | 0 | 0 | 77.2 | 16 | 0 | 0 |
| Model | Fixed | Fixed | Random | Fixed | Fixed | Fixed |