| Literature DB >> 22187003 |
Glòria Durà-Vilà1, Roland Littlewood, Gerard Leavey.
Abstract
BACKGROUND: Critiques of the validity of the DSM diagnostic criteria for depressive disorder argue that it fails to differentiate between abnormal sadness due to internal dysfunction or depression (sadness without an identifiable cause), and normal sadness (sadness with a clear cause). AIMS: andEntities:
Mesh:
Year: 2011 PMID: 22187003 PMCID: PMC4107836 DOI: 10.1177/0020764011430037
Source DB: PubMed Journal: Int J Soc Psychiatry ISSN: 0020-7640
Responses to the vignettes regarding conceptualization and help-seeking of sadness with and without cause (frequencies, percentages).
| Responses ( | Sadness | Sadness | ||
|---|---|---|---|---|
|
| % |
| % | |
|
| ||||
| Misfortune | 34 | 9.9 | 232 | 67.4 |
| Reaction to stress | 149 | 43.3 | 80 | 23.3 |
|
| 233 | 67.7 | 131 | 38.1 |
| Mental | 127/233 | 54.5 | 54/131 | 41.2 |
| Physical | 17/233 | 7.3 | 24/131 | 18.3 |
| Both | 89/233 | 38.2 | 53/131 | 40.5 |
|
| ||||
| Depression | 126/172 | 73.3 | 39/89 | 43.8 |
| Stress | 9/172 | 5.2 | 4/89 | 4.5 |
| Sadness[ | 7/172 | 4.1 | 18/89 | 20.2 |
|
| ||||
| Medical attention | 162 | 47.1 | 96 | 27.9 |
| Relatives/friends | 235 | 68.3 | 231 | 67.2 |
| Get better by yourself | 132 | 38.4 | 92 | 26.7 |
| Folk healer/wise person | 55 | 16.0 | 59 | 17.2 |
| Priest | 167 | 48.5 | 23 | 68.6 |
| General practitioner | 85 | 24.7 | 77 | 22.4 |
| Psychologist/psychiatrist | 187 | 54.4 | 129 | 37.5 |
For the type of illness, percentages were calculated using as a total the number of participants who chose illness as an answer: without cause (n = 233) and with cause (n = 131).
For the names given to the illness, percentages were calculated using as a total the number of participants who wrote down an answer: without cause (n = 172) and with cause (n = 89).
Other words used besides ‘sadness’ were ‘sorrow’ and ‘grief’ (in Spanish: tristeza, pesar, pena).
Variables and help-seeking associated with the conceptualization of sadness as an illness.
| Conceptualization of sadness as an
illness | ||||
|---|---|---|---|---|
| Variables and help-seeking | Sadness | Sadness | ||
|
| % |
| % | |
|
|
|
| ||
| 18–30 ( | 42 | 65.6 | 20 | 31.3 |
| 31–45 ( | 50 | 64.1 | 26 | 33.3 |
| 46–65 ( | 88 | 62.9 | 46 | 32.9 |
| > 65 ( | 53 | 85.5 | 39 | 62.9 |
|
|
|
| ||
| School (primary/secondary) ( | 98 | 76.6 | 68 | 53.1 |
| Further education ( | 59 | 62.1 | 30 | 31.6 |
| University ( | 75 | 62.5 | 32 | 26.7 |
|
|
|
| ||
| Employed[ | 92 | 59.0 | 39 | 25.0 |
| Unemployed[ | 140 | 75.7 | 91 | 49.2 |
|
|
|
| ||
| Sadness conceptualized as illness | 151/233 | 64.8 | 75/131 | 57.3 |
| Sadness | 11/111 | 9.9 | 21/213 | 9.9 |
|
|
|
| ||
| Sadness conceptualized as illness | 73/233 | 31.3 | 42/131 | 32.1 |
| Sadness | 12/111 | 10.8 | 35/213 | 16.4 |
|
|
|
| ||
| Sadness conceptualized as illness | 151/233 | 64.8 | 57/131 | 43.5 |
| Sadness | 36/111 | 32.4 | 72/213 | 33.8 |
|
|
|
| ||
| Sadness conceptualized as illness | 170/233 | 73.0 | 85/131 | 64.9 |
| Sadness | 65/111 | 58.6 | 146/213 | 68.5 |
Employed included full-time, part-time and self-employed.
Unemployed included retired, students and housewives.
p < .05, ** p < .01, *** p < .001
No statistically significant differences were found among the following variables: gender, ethnicity, level of religious practice, living arrangements, civil status, having children and legal status; nor for the following help-seeking behaviours: priest, folk healer/wise person and getting better by yourself.
Binary logistic regression analysis for variables predicting conceptualization of sadness as illness and medical attention.
| Conceptualization of sadness as illness[ | Medical attention | ||||||
|---|---|---|---|---|---|---|---|
| Sadness | Sadness | Sadness | Sadness | ||||
| OR, 95% CI | OR, 95% CI | OR, 95% CI | OR, 95% CI | ||||
| Step 1 | Employment | 2.16, 1.36–3.44 | 2.90, 1.83–4.61 | Age | 1.60, 1.27–2.01 | Illness | 12.24, 6.94–21.61 |
| Step 2 | Employment | 2.05, 1.28–3.29 | 2.63, 1.64–4.23 | Age | 1.59, 1.23–2.06 | Illness | 11.63, 6.56–20.60 |
| Age | 1.94, 0.89–1.45 | 1.27, 1.00–1.60 | Illness | 16.67, 8.39–33.12 | Age | 1.22, 0.92–1.61 | |
| Step 3 | Employment | 1.87, 1.93–3.09 | 2.15, 1.30–3.54 | Age | 1.67, 1.28–2.18 | Illness | 11.69, 6.50–21.03 |
| Age | 1.10, 0.86–1.41 | 1.18, 0.93–1.50 | Illness | 14.54, 7.24–29.18 | Age | 1.23, 0.93–1.64 | |
| Education | 0.85, 0.63–1.15 | 0.69, 0.51–0.93 | Stress | 0.56, 0.33–0.96 | Employment | 1.02, 0.56–1.84 | |
The same variables were added in steps 1, 2 and 3 for both vignettes (with and without cause) as they were found to be statistically significantly associated in both scenarios.
OR = odds ratio, 95% CI = 95% confidence interval for the odds ratio, lower – upper
p < .05, ** p < 0.01, *** p < .001
Illness (sadness without cause): R 2 = .03 (Cox & Snell), R 2 = .04 (Nagelkerke), Model χ 2 = 10.86, 1 df, p = .001 (step 1); R 2 = .03 (Cox & Snell), 0.05 (Nagelkerke), Model χ 2 = 11.93, 2 df, p = .003 (step 2); R 2 = .04 (Cox & Snell), R 2 = .05 (Nagelkerke), Model χ 2 = 12.69, 3 df, p = .005 (step 3).
Illness (sadness with cause): R 2 = .06 (Cox & Snell), R 2 = .08 (Nagelkerke), Model χ 2 = 21.44, 1 df, p = .000 (step 1); R 2 = .07 (Cox & Snell), R 2 = .09 (Nagelkerke), Model χ 2 = 25.44, 2 df, p = .000 (step 2); R 2 = .09 (Cox & Snell), R 2 = .12 (Nagelkerke), Model χ 2 = 30.72, 3 df, p = .000 (step 3).
Medical attention (sadness without cause): R 2 = .05 (Cox & Snell), R 2 = .07 (Nagelkerke), Model χ 2 = 17.43, 1 df, p = .000 (step 1); R 2 = .28 (Cox & Snell), R 2 = .38 (Nagelkerke), Model χ 2 =114.89, 2 df, p = .000 (step 2); R 2 = .29 (Cox & Snell), R 2 = .39 (Nagelkerke), Model χ 2 = 119.37, 3 df, p = .000 (step 3).
When in further steps, employment and level of religious practice were loaded, they did not reach a statistically significant value but age, conceptualization as illness and as stress remained statistically significant.
Medical attention (sadness with cause): R 2 = .23 (Cox & Snell), R 2 = .34 (Nagelkerke), Model χ 2 = 91.34, 1 df, p = .000 (step 1); R 2 = .24 (Cox & Snell), R 2 = .34 (Nagelkerke), Model χ 2 =93.32, 2 df, p = .000 (step 2); R 2 = .24 (Cox & Snell), R 2 = .35 (Nagelkerke), Model χ 2 = 93.70, 3 df, p = .000 (step 3).
When in step 4, education was loaded, it did not reach statistically significant value but conceptualization as illness remained statistically significant.
Variables associated with medical help-seeking of sadness with and without cause.
| Variables | Help-seeking | |||||||
|---|---|---|---|---|---|---|---|---|
| Medical attention in general | General practitioner | |||||||
| Sadness | Sadness | Sadness | Sadness | |||||
|
| % |
| % |
| % |
| % | |
|
|
|
|
|
| ||||
| 18–30 ( | 22 | 34.4 | 14 | 21.9 | 12 | 18.8 | 10 | 15.6 |
| 31–45 ( | 32 | 41.0 | 18 | 23.1 | 20 | 25.6 | 15 | 19.2 |
| 46–65 ( | 62 | 44.3 | 35 | 25.0 | 32 | 22.9 | 27 | 19.3 |
| > 65 ( | 46 | 74.2 | 29 | 46.8 | 21 | 33.9 | 25 | 40.3 |
|
|
| Fisher’s exact = 1.80 |
| Fisher’s exact = 3.86 | ||||
| Never/no religion ( | 6 | 20.7 | 5 | 17.2 | 7 | 24.1 | 4 | 13.8 |
| Infrequent[ | 20 | 51.3 | 10 | 25.6 | 11 | 28.2 | 5 | 12.8 |
| Frequent[ | 135 | 49.8 | 79 | 29.2 | 67 | 24.7 | 67 | 24.7 |
|
|
|
|
|
| ||||
| School (primary/secondary) ( | 66 | 51.6 | 45 | 35.2 | 39 | 30.5 | 35 | 27.3 |
| Further education ( | 43 | 45.3 | 28 | 29.5 | 12 | 12.6 | 16 | 16.8 |
| University ( | 53 | 44.2 | 23 | 19.2 | 34 | 28.3 | 26 | 21.7 |
|
|
|
|
|
| ||||
| Employed[ | 59 | 37.8 | 33 | 21.2 | 34 | 21.8 | 27 | 17.3 |
| Unemployed[ | 102 | 55.1 | 63 | 34.1 | 50 | 27.0 | 50 | 27.0 |
Infrequent religious practice: monthly and less than monthly attendance to a place of worship.
Frequent religious practice: daily and weekly attendance to a place of worship.
Employed included full-time, part-time and self-employed.
Unemployed included retired, students and housewives.
No statistically significant differences were found among gender, ethnicity, living arrangements, civil status, having children and legal status.
No statistically significant differences were found for seeking the help of a psychologist/psychiatrist *P < .05; **P < .01; ***P < .001.
Binary logistic regression analysis for predictors of seeking the help of relatives and friends, and of a priest.
| Relatives and friends’ help | Priest’s help | |||||||
|---|---|---|---|---|---|---|---|---|
| Sadness | Sadness | Sadness | Sadness | |||||
| OR, 95% CI | OR, 95% CI | OR, 95% CI | OR, 95% CI | |||||
| Step 1 | Illness | 1.91, 1.19–3.07 | Misfortune | 2.73, 1.69–4.39 | Ethnicity | 0.29, 0.16–0.52 | Ethnicity | 0.35, 0.20–0.61 |
| Step 2 | Illness | 2.04, 1.26–3.32 | Misfortune | 2.60, 1.61–4.21 | Ethnicity | 0.28, 0.14–0.58 | Ethnicity | 0.49, 0.25–0.95 |
| Ethnicity | 0.45, 0.26–0.79 | Education | 1.52, 1.15–2.01 | Religious practice | 0.95, 0.61–1.47 | Religious practice | 1.41, 0.92–2.16 | |
| Step 3 | Illness | 2.07, 1.27–3.39 | Misfortune | 2.67, 1.63–4.35 | Ethnicity | 0.36, 0.15–0.87 | Ethnicity | 0.51, 0.26–1.01 |
| Ethnicity | 0.53, 0.27–1.05 | Education | 1.49, 1.12–1.98 | Religious practice | 1.01, 0.64–1.58 | Religious practice | 1.43, 0.93–2.21 | |
| Religious practice | 1.29, 0.84–1.99 | Legal status | 0.43, 0.20–0.90 | Legal status | 0.69, 0.23–2.16 | Misfortune | 2.10, 1.28–3.44 | |
OR = odds ratio, 95% CI = 95% confidence interval for the odds ratio, lower – upper
p < .05, ** p < 0.01, *** p < .001
Relatives/friends (sadness without cause): R 2 = .02 (Cox & Snell), R 2 = .03 (Nagelkerke), Model χ 2 = 7.05, 1 df, p = .008 (step 1); R 2 = .04 (Cox & Snell), R 2 = .06 (Nagelkerke), Model χ 2 =14.63, 2 df, p = .001 (step 2); R 2 = .05 (Cox & Snell), R 2 = .07 (Nagelkerke), Model χ 2 = 17.61, 3 df, p = .001 (step 3).
Relatives/friends (sadness with cause): R 2 = .02 (Cox & Snell), R 2 = .03 (Nagelkerke), Model χ 2 = 7.05, 1 df, p = .008 (step 1); R 2 = .04 (Cox & Snell), R 2 = .06 (Nagelkerke), Model χ 2 =14.63, 2 df, p = .001 (step 2); R 2 = .05 (Cox & Snell), R 2 = .07 (Nagelkerke), Model χ 2 = 17.61, 3 df, p = .001 (step 3).
Priest (sadness without cause): R 2 = .05 (Cox & Snell), R 2 = .07 (Nagelkerke), Model χ 2 = 18.61, 1 df, p = .000 (step 1); R 2 = .05 (Cox & Snell), R 2 = .07 (Nagelkerke), Model χ 2 =17.42, 2 df, p = .000 (step 2); R 2 = .05 (Cox & Snell), R 2 = .07 (Nagelkerke), Model χ 2 = 17.35, 3 df, p = .001 (step 3).
Priest (sadness with cause): R 2 = .04 (Cox & Snell), R 2 = .05 (Nagelkerke), Model χ 2 = 13.68, 1 df, p = .000 (step 1); R 2 = .04 (Cox & Snell), R 2 = .06 (Nagelkerke), Model χ 2 =14.73, 2 df, p = .001 (step 2); R 2 = .07 (Cox & Snell), R 2 = .09 (Nagelkerke), Model χ 2 = 23.43, 3 df, p = .000 (step 3).
When in further steps, civil status, legal status and age were loaded, they did not reach statistically significant value but misfortune remained statistically significant.