| Literature DB >> 35185222 |
Krishnadas Nanath1, Sreejith Balasubramanian1, Vinaya Shukla2, Nazrul Islam3, Supriya Kaitheri1.
Abstract
Governments worldwide have implemented stringent restrictions to curtail the spread of the COVID-19 pandemic. Although beneficial to physical health, these preventive measures could have a profound detrimental effect on the mental health of the population. This study focuses on the impact of lockdowns and mobility restrictions on mental health during the COVID-19 pandemic. We first develop a novel mental health index based on the analysis of data from over three million global tweets using the Microsoft Azure machine learning approach. The computed mental health index scores are then regressed with the lockdown strictness index and Google mobility index using fixed-effects ordinary least squares (OLS) regression. The results reveal that the reduction in workplace mobility, reduction in retail and recreational mobility, and increase in residential mobility (confinement to the residence) have harmed mental health. However, restrictions on mobility to parks, grocery stores, and pharmacy outlets were found to have no significant impact. The proposed mental health index provides a path for theoretical and empirical mental health studies using social media.Entities:
Keywords: COVID-19 pandemic; Lockdown; Machine learning approach; Mental health index; Mobility; Twitter
Year: 2022 PMID: 35185222 PMCID: PMC8841156 DOI: 10.1016/j.techfore.2022.121560
Source DB: PubMed Journal: Technol Forecast Soc Change ISSN: 0040-1625
Fig. 1Study framework.
Fig. 2Data extraction process.
Various approaches for capturing mental health issues from social media data.
| Approach | Description | Key Papers |
| 1: Questionnaires | Combines social media data with a self-reporting questionnaire. | |
| 2: Online forums | Extract data from online forums and discussion websites (mental health). | |
| 3: Annotators | Annotators manually examine the social media posts for symptoms. | |
| 4: Text Modeling | Use of topic modeling and NLP techniques like sentiment analysis. |
Summary of keywords in depressive symptoms and SAD corpus.
| Dimension | Common Categories | Sample keywords |
|---|---|---|
| Depressive symptoms | Sad mood | |
| Change in appetite | ||
| Sleep issues | ||
| Psychomotor agitation | ||
| Fatigue | ||
| Inappropriate guilt | ||
| Psychosocial stressors | Lack of support group | |
| Occupational problems | ||
| Housing problems | ||
| Various expressions of sad nature |
Data inclusion-exclusion criteria of tweets.
| Data Inclusion/ Exclusion | Task | Rationale |
|---|---|---|
| Inclusion | Only tweets in the English language were included. | To use the machine learning packages that could apply natural language processing. |
| Inclusion | Only tweets from the Twitter Web app, mobile apps, and tablets were included. | To avoid any brand communication (from external applications) and include only individual responses. |
| Exclusion | The tweets with no information on the location of the tweet were excluded. | The country details were needed to match the mobility and lockdown strictness data. |
| Exclusion | Tweets with no text and only hashtags were removed. | It would be impractical to check symptoms of depression and stress with just hashtags. |
Summary of independent variables used in the regression model.
| Category | Variables | Comments |
|---|---|---|
| Strictness Index | Strictness Index (Stc): S is the strictness index on a given day | The strictness index Stc ranges from 0 to 100 and provides the index S on a given day |
| Mobility Index (Xtc,): X is the mobility index of residents in a country | Workplace | Percentage change (-100 to 100) of mobility in the workplace compared to baseline. |
| Residential | Percentage change (-100 to 100) of mobility in residential areas compared to baseline. | |
| Retail and Recreation | Percentage change (-100 to 100) of mobility in retail and recreational areas compared to baseline. | |
| Parks | Percentage change (-100 to 100) of mobility in parks compared to baseline. | |
| Grocery and Pharmacy | Percentage change (-100 to 100) of mobility in grocery and pharmacy areas compared to baseline. | |
| Online support system | Followers Count | Followers of users who have tweeted in this dataset (High=1, Low=0). |
Fig. 3Box-and-Whisker plots of mobility variables.
Descriptive statistics of model variables.
| Variable | Mean | Standard Deviation | VIF |
|---|---|---|---|
| Mental health index | 0.685 | 0.234 | – |
| Workplace (mobility) | -50.620 | 12.256 | 7.600 |
| Residential (mobility) | 20.828 | 5.845 | 5.435 |
| Retail & recreation (mobility) | -53.852 | 16.775 | 3.450 |
| Parks (mobility) | -25.181 | 16.352 | 1.672 |
| Grocery & pharmacy (mobility) | -25.156 | 15.323 | 2.876 |
| Strictness index (t-2) Stc | 76.494 | 9.324 | 5.329 |
Results of the fixed-effects regression model.
| Independent Variable | Beta Coefficient | Standard Error | Hypothesis Supported (Yes/No) | |
|---|---|---|---|---|
| (Constant) | 0.044 | (0.003) | 0.000*** | – |
| Workplace | -0.014 | (0.001) | 0.010** | Yes |
| Residential | 0.018 | (0.001) | 0.000*** | Yes |
| Retail & Recreation | -0.001 | (0.000) | 0.048* | Yes |
| Parks | 0.001 | (0.000) | 0.713 | No |
| Grocery & Pharmacy | 0.018 | (0.001) | 0.459 | No |
| Strictness index (t-2) Stc | -0.003 | (0.001) | 0.032* | No |
Note: Dependent variable: Mental Health Index; robust standard errors in parentheses; ∗∗∗P < .01; ∗∗P < .05; ∗P < .1.
Results of the fixed-effects regression models for disintegrated samples.
| Independent variables | High follower count sample(Model 2) | Low follower count sample(Model 3) |
|---|---|---|
| Unstandardized coefficients (SE) | Unstandardized coefficients (SE) | |
| Workplace | -0.010*** | -0.016*** |
| Residential | 0.024*** | 0.011*** |
| Retail & Recreation | -0.003** | -0.004** |
| Parks | 0.006 | 0.003 |
| Grocery & Pharmacy | 0.032 | 0.021 |
| Strictness index (t-2) Stc | -0.002** | -0.007** |
| Country fixed-effects | Included | Included |
Note: Dependent variable: Mental Health Index; robust standard errors in parentheses; ∗∗∗p < .01; ∗∗p < .05; ∗p < .1.