Table 1. Assessment of the quality of the studies.
Studies included in the meta-analysis | ||||||
Study | Was the research question stated clearly? | Were the patients with stroke recruited in an acceptable way? | Is the control group a non-clinical population? | Is the control group adequately described? | Was sleep assessed and reported comprehensively?* | What confounding variables have the authors accounted for? |
Arzt et al. 2010 [21] | Yes | Yes | Yes | Yes1 | Yes | BMI (m ± sd) |
Terzoudi et al. 2009 [26] | Yes | Yes | No | Yes | Yes | Barthel Index, m score |
Gottselig et al. 2002 [27] | Yes | Yes | No | Yes | Yes | / |
Müller et al. 2002 [28] | Yes | Yes | No | Yes | Yes | / |
Bassetti and Aldrich 2001 [29] | Yes | Yes | No | Yes1 | Yes | Scandinavian Stroke Scale (m ± sd) |
Santamaria et al. 2000 [30] | Yes | Yes | Yes | Yes | Yes | n for hypertension, diabetes, smoking |
Mohsenin and Valor 1995 [33] | Yes | Yes | No | No | Yes | BMI (m ± sd); hypertension %; smoking; snoring %; cardiovascular disorder |
Hudgel et al. 1993 [34] | Yes | Yes | Yes | No | Yes | BMI can be calculated |
Giubilei et al. 1992 [32] | Yes | Yes | No | No | Yes | / |
Studies excluded in the meta-analysis (but included in systematic review) | ||||||
Coelho et al. 2010 [22] | Yes | No | No | No | Yes | hypertension %; polyneuropathy %; anemia %; antidepressants %; fatigue % |
Siccoli et al. 2008 [25] | Yes | Yes | No | No | No3 | m and range for BDI |
Bliwise et al. 2002 [23] | Yes | Yes | No | Yes2 | Yes | / |
Vock et al. 2002 [31] | Yes | Yes | No | Yes | No3 | / |
Pinto et al. 2000 [35] | Yes | Yes | Yes | Yes | No3 | / |
Yokoyama et al. 1996 [24] | Yes | Yes | Yes | No | No4 | / |
* For comprehensively is meant that the study reported means with all data necessary to conduct meta-analytic calculations. 1 = no information about clinical assessment reported. 2 = control group characterized but comprising two groups of patients with Alzheimer and Parkinson diseases. 3 = not possible to calculate the effect size. 4 = sleep variables not considered in other studies, thus not possible to conduct meta-analytic calculations for only one study.