Prevention of postpartum haemorrhage: a distributional approach for analysis

Abstract Background There is empirical evidence that measured postpartum blood loss has a lognormal distribution. This feature can be used to analyze events of the type ‘blood loss greater than a certain cutoff point’ using a lognormal approach, which takes into account all the quantitative observat...

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Main Authors: Gilda Piaggio, José Ferreira de Carvalho, Fernando Althabe
Format: Article
Language:English
Published: BMC 2018-06-01
Series:Reproductive Health
Subjects:
Online Access:http://link.springer.com/article/10.1186/s12978-018-0530-7
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spelling doaj-0dd159872f674a0cb89bc42590885b572020-11-25T01:10:29ZengBMCReproductive Health1742-47552018-06-0115S1616810.1186/s12978-018-0530-7Prevention of postpartum haemorrhage: a distributional approach for analysisGilda Piaggio0José Ferreira de Carvalho1Fernando Althabe2Statistika ConsultoriaStatistika ConsultoriaInstitute for Clinical Effectiveness and Health Policy (IECS-CONICET), Department of Mother & Child Health ResearchAbstract Background There is empirical evidence that measured postpartum blood loss has a lognormal distribution. This feature can be used to analyze events of the type ‘blood loss greater than a certain cutoff point’ using a lognormal approach, which takes into account all the quantitative observations, as opposed to dichotomizing the variable blood loss volume into two categories. This lognormal approach uses all the information contained in the data and is expected to provide more efficient estimates of proportions and relative risk when comparing treatments to prevent postpartum haemorrhage. As a consequence, sample size can be reduced in clinical trials, while keeping the statistical precision requirements. Methods The authors illustrate how a lognormal approach can be used in this situation, using data from a clinical trial and the event ‘blood loss greater than 1000 mL’. Results Estimates of the proportions of this event for each treatment, and relative risks obtained with this method are presented and compared with the standard estimates obtained by dichotomizing measured blood loss volume. An example of how the blood loss distributions of two treatments can be compared is also presented. Different scenarios of the sample size needed to compare two treatments or interventions are presented to illustrate how with the lognormal approach the size of a clinical trial can be reduced. Conclusions A distributional approach for postpartum blood loss using the lognormal distribution fitted to the data results in more precise estimates of risks of events and relative risks, compared to the use of binomial proportions of events. It also results in reduced required sample size for clinical trials. Trial registration This paper reports a secondary analysis for a trial that was registered at clinicaltrials.gov (NCT00781066).http://link.springer.com/article/10.1186/s12978-018-0530-7Postpartum blood lossPostpartum haemorrhageSevere postpartum haemorrhageLognormal distribution
collection DOAJ
language English
format Article
sources DOAJ
author Gilda Piaggio
José Ferreira de Carvalho
Fernando Althabe
spellingShingle Gilda Piaggio
José Ferreira de Carvalho
Fernando Althabe
Prevention of postpartum haemorrhage: a distributional approach for analysis
Reproductive Health
Postpartum blood loss
Postpartum haemorrhage
Severe postpartum haemorrhage
Lognormal distribution
author_facet Gilda Piaggio
José Ferreira de Carvalho
Fernando Althabe
author_sort Gilda Piaggio
title Prevention of postpartum haemorrhage: a distributional approach for analysis
title_short Prevention of postpartum haemorrhage: a distributional approach for analysis
title_full Prevention of postpartum haemorrhage: a distributional approach for analysis
title_fullStr Prevention of postpartum haemorrhage: a distributional approach for analysis
title_full_unstemmed Prevention of postpartum haemorrhage: a distributional approach for analysis
title_sort prevention of postpartum haemorrhage: a distributional approach for analysis
publisher BMC
series Reproductive Health
issn 1742-4755
publishDate 2018-06-01
description Abstract Background There is empirical evidence that measured postpartum blood loss has a lognormal distribution. This feature can be used to analyze events of the type ‘blood loss greater than a certain cutoff point’ using a lognormal approach, which takes into account all the quantitative observations, as opposed to dichotomizing the variable blood loss volume into two categories. This lognormal approach uses all the information contained in the data and is expected to provide more efficient estimates of proportions and relative risk when comparing treatments to prevent postpartum haemorrhage. As a consequence, sample size can be reduced in clinical trials, while keeping the statistical precision requirements. Methods The authors illustrate how a lognormal approach can be used in this situation, using data from a clinical trial and the event ‘blood loss greater than 1000 mL’. Results Estimates of the proportions of this event for each treatment, and relative risks obtained with this method are presented and compared with the standard estimates obtained by dichotomizing measured blood loss volume. An example of how the blood loss distributions of two treatments can be compared is also presented. Different scenarios of the sample size needed to compare two treatments or interventions are presented to illustrate how with the lognormal approach the size of a clinical trial can be reduced. Conclusions A distributional approach for postpartum blood loss using the lognormal distribution fitted to the data results in more precise estimates of risks of events and relative risks, compared to the use of binomial proportions of events. It also results in reduced required sample size for clinical trials. Trial registration This paper reports a secondary analysis for a trial that was registered at clinicaltrials.gov (NCT00781066).
topic Postpartum blood loss
Postpartum haemorrhage
Severe postpartum haemorrhage
Lognormal distribution
url http://link.springer.com/article/10.1186/s12978-018-0530-7
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