Abstract
The implementation of a graded return-to-work (RTW) program to reintegrate the long-term sick started in Germany in 1971 and has been manifested in the Social Code Book V since 1989. Based on a return plan by the physician and the insured, participants increase their working hours slowly over a specified period of time. As participants are still classified as incapable of working they still receive sick leave benefits. Using claims data from the Techniker Krankenkasse, the largest German sickness fund, the study aims at identifying participants and analyzing the full return-to-work and the impact of the RTW program. Thereby, we account for socio-economic factors, insurance-based characteristics, and medical and health-related information. We consider a possible selection bias by using individual weights to analyze determinants of length of the sickness absence by applying models for survival analysis (Cox proportional hazard model). As a main result — depending on the central assumption of unconfoundedness — sickness absence is positively related to participation in the RTW program for those with sickness absence longer than 120 days. For mental disorders, our results indicate an even stronger effect. The study results emphasize the need further promotion of this instrument among those insured, physicians and employers, as occupational health management is one key for a successful return-to-work.
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Notes
If the participants receive additional benefits from the employer, sickness payments are reduced accordingly. After a rehabilitation treatment, program costs are born by the Statutory Pension Insurance (SPI).
The maximum sickness benefits duration is 78 weeks including continued remuneration by the employer: hence 546 days. Our 517-day period results from the difference between latest start into sickness (31st January 2011) and maximum observation date available (30th June 2012).
The size of the company (i.e. of the operating site) is based upon the definition of the European Commission on small and medium enterprises [36].
To calculate the ATE, a so-called inverse probability of treatment weighting (IPTW) can be used [37]. The formula is: \(w_{i} = \frac{{T_{i} }}{{\hat{e}_{i} }} + \frac{{(1 - T_{i} )}}{{1 - \hat{e}_{i} }}\).
For participants, the weight is \(w_{i} = 1/\hat{e}_{i}\), and for the members of the control group \(w_{i} = 1/(1 - \hat{e}_{i} )\).
The results of the logit model are presented in Table 2. All statistical analyses are based on SAS 9.3/Enterprise Guide 5.1.
In addition, we used a linear interaction as well as a quadratic or cubic interaction. As these implementations designate the functional form of the interaction, we preferred the more flexible dummy approach.
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Schneider, U., Linder, R. & Verheyen, F. Long-term sick leave and the impact of a graded return-to-work program: evidence from Germany. Eur J Health Econ 17, 629–643 (2016). https://doi.org/10.1007/s10198-015-0707-8
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DOI: https://doi.org/10.1007/s10198-015-0707-8