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A few comments on meta-analysis of
skewed continuous data
Doug Altman
Centre for Statistics in Medicine
University of Oxford
2
Length of intubation (hours)
Study High dose opioid Low dose opioid Significance
as reported
by authors
n Mean SD Median Range n Mean SD Median Range
Slogoff 1989 254 22.8 12.3
Enflurane 257 14.5 6.3
Halothane 253 16.8 7.2
Isoflurance 248 14.7 5.4
ANOVA
p = 0.001
Bell 1994 19 12.96 20 4.42 p = 0.0005
Cheng 1996 51 18.9 1.4 51 4.1 1.1 p < 0.02
Myles 1997 66 21.5 5.1 12.3 3.5-31.5 58 11.4 9.9 p = 0.006
Silbert 1998 42 7.0 2.1-19 38 4.0 0.5-15.5 p < 0.01
Michalopoulos
1998
72 11.6 1.3 72 7.3 0.7 p = 0.0001
Sakaida 1998 20 14.5 4.5 15 6-25.3 20 5.6 1.6 5.2 3.5-9 p < 0.05
Berry 1998 42 12.62 8.32-20.67 43 1.83 0.1-4.25 significant
Myles 2001 24 9.7 1.1-25 24 6.5 0.4-150 ?significant
3
5
Data that might be available
Combination of
 Means, SDs for raw data
 Means, SDs for log data
– (SE and CI convert simply to SD)
 Medians and centiles for raw data
– Centiles convert simply to mean and SD on log scale if assume
lognormal distribution
Combination of
6
Mixed data
An approach to mixed data:
 Assume that the data are (close to) lognormal
 Convert centiles to mean and SD of log data
– For ranges see Walter (2007)
 Combine summary statistics on raw and log scale
using method of Higgins et al (2008)
 Other approaches developed by O’Rourke but
unpublished
– Example in Brady et al (Cochrane Library, 2010)
4
6
Mixed data
An approach to mixed data:
 Assume that the data are (close to) lognormal
 Convert centiles to mean and SD of log data
– For ranges see Walter (2007)
 Combine summary statistics on raw and log scale
using method of Higgins et al (2008)
 Other approaches developed by O’Rourke but
unpublished
– Example in Brady et al (Cochrane Library, 2010)
7
References
Brady M, Kinn S, Ness V, O’Rourke K, Randhawa N, Stuart P.
Preoperative fasting for preventing perioperative complications
in children. Cochrane Database Syst Rev 2009;(4):CD005285.
Higgins JP, White IR, Anzures-Cabrera J. Meta-analysis of skewed
data: combining results reported on log-transformed or raw
scales. Stat Med 2008;27:6072-92.
Walter SD, Yao X. Effect sizes can be calculated for studies
reporting ranges for outcome variables in systematic reviews.
J Clin Epidemiol 2007;60:849-852.

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2010 smg training_cardiff_day1_session1(2 of 3) altman

  • 1. 1 A few comments on meta-analysis of skewed continuous data Doug Altman Centre for Statistics in Medicine University of Oxford
  • 2. 2 Length of intubation (hours) Study High dose opioid Low dose opioid Significance as reported by authors n Mean SD Median Range n Mean SD Median Range Slogoff 1989 254 22.8 12.3 Enflurane 257 14.5 6.3 Halothane 253 16.8 7.2 Isoflurance 248 14.7 5.4 ANOVA p = 0.001 Bell 1994 19 12.96 20 4.42 p = 0.0005 Cheng 1996 51 18.9 1.4 51 4.1 1.1 p < 0.02 Myles 1997 66 21.5 5.1 12.3 3.5-31.5 58 11.4 9.9 p = 0.006 Silbert 1998 42 7.0 2.1-19 38 4.0 0.5-15.5 p < 0.01 Michalopoulos 1998 72 11.6 1.3 72 7.3 0.7 p = 0.0001 Sakaida 1998 20 14.5 4.5 15 6-25.3 20 5.6 1.6 5.2 3.5-9 p < 0.05 Berry 1998 42 12.62 8.32-20.67 43 1.83 0.1-4.25 significant Myles 2001 24 9.7 1.1-25 24 6.5 0.4-150 ?significant
  • 3. 3
  • 4. 5 Data that might be available Combination of  Means, SDs for raw data  Means, SDs for log data – (SE and CI convert simply to SD)  Medians and centiles for raw data – Centiles convert simply to mean and SD on log scale if assume lognormal distribution Combination of
  • 5. 6 Mixed data An approach to mixed data:  Assume that the data are (close to) lognormal  Convert centiles to mean and SD of log data – For ranges see Walter (2007)  Combine summary statistics on raw and log scale using method of Higgins et al (2008)  Other approaches developed by O’Rourke but unpublished – Example in Brady et al (Cochrane Library, 2010)
  • 6. 4
  • 7. 6 Mixed data An approach to mixed data:  Assume that the data are (close to) lognormal  Convert centiles to mean and SD of log data – For ranges see Walter (2007)  Combine summary statistics on raw and log scale using method of Higgins et al (2008)  Other approaches developed by O’Rourke but unpublished – Example in Brady et al (Cochrane Library, 2010)
  • 8. 7 References Brady M, Kinn S, Ness V, O’Rourke K, Randhawa N, Stuart P. Preoperative fasting for preventing perioperative complications in children. Cochrane Database Syst Rev 2009;(4):CD005285. Higgins JP, White IR, Anzures-Cabrera J. Meta-analysis of skewed data: combining results reported on log-transformed or raw scales. Stat Med 2008;27:6072-92. Walter SD, Yao X. Effect sizes can be calculated for studies reporting ranges for outcome variables in systematic reviews. J Clin Epidemiol 2007;60:849-852.