| Literature DB >> 26755969 |
Abstract
One in three people will experience a mental health problem in their lifetime, but the causes and consequences of psychiatric morbidity are socially patterned. Epidemiological studies can provide aetiological clues about the causes of disorder, and when they can provide robust estimates about risk in different strata of the population these can also be used translationally, to provide commissioners and service planners with detailed information about local service need. This approach is illustrated using a newly developed population-level prediction tool for first-episode psychosis, PsyMaptic. Such public mental health prediction tools could be used to improve allocation of finite resources, by integrating evidence-based healthcare, public health and epidemiology together.Entities:
Year: 2015 PMID: 26755969 PMCID: PMC4706199 DOI: 10.1192/pb.bp.114.047746
Source DB: PubMed Journal: BJPsych Bull ISSN: 2056-4694
Fig. 1Three dimensions required for evidence-based integrated healthcare.
Model comparisons between PsyMaptic versions 0.5 and 1.1
| Version 0.5 | Version 1.1 | |
|---|---|---|
| Models tested | 7 | 36 |
| Denominator source | 2009 mid-year census estimates | 2011 census |
| Observation period, years | 2.5 | 3.5 |
| Person-years at risk (16–35 years) | 1397 305 | 2 021 663 |
| Minimum level of geography | Local authority | Local authority |
| Best-fitting model covariates | Age group, gender, age* sex interaction, | Age group, gender, age* sex interaction, |
| Observed FEP cases (ICD-10), | 522 | 676 |
| Predicted FEP cases (ICD-10), | 508 (459, 559) | 667 (610, 722) |
| Equivalised RMSE (EIP level) | 19.0 | 16.3 |
| Equivalised RMSE (LAD level) | 7.8 | 6.4 |
| EIP correct ( | 5 | 5 |
| LAD correct ( | 19 | 19 |
FEP, first-episode psychosis; EIP, early intervention psychiatry; LAD, local authority district; RMSE, root mean squared error.
RMSE gives a measure of how closely each predicted value was to the observed value, either at LAD or EIP level. Lower scores indicate better model fit. Versions 0.5 and 1.1 used different denominators and direct comparisons between the original RMSE values for version 0.5 (published in Kirkbride et al[60]) and version 1.1 were not possible, so equivalised RMSE values for model 0.5 are presented based on the denominator used in model 1.1.
The number of times the observed value fell within the 95% CIs of the prediction at EIP level (out of 6) or LAD level (out of 21). Both models perform equivocally at LAD and EIP levels in terms of number correctly predicted. However, the lower overall RMSE scores for model 1.1 provide clear evidence of improved fit, favouring model 1.1.