From The Guardian
- What is the study design?
Cross-sectional to assess maternal mortality
rates among mothers in pregnancy and up to 42 days after the birth of the
children between 2016-2018.
- What is the numerator for
the maternal mortality rate calculation?
Numerator = number of deaths among
mothers in pregnancy and up to 42 days after the birth of the children in a
given time period (usually a year) (x100,000)
- What is the denominator for
the maternal mortality rate calculation?
Denominator = number of live births
in the same given time (usually a year)
- Is the maternal mortality
rate really a rate, in the epidemiologic sense?
I’d say MMR in the epidemiological sense
would be a ratio (Ratio = n1/n2)
My understanding is that a rate is a
measure of frequency with which a phenomenon occurs and equals to = n1
(subpopulation) / N (total pop) x T (person-years at risk)
- Is the maternal mortality
rate an incidence or prevalence figure?
I think this is an incident figure
reflecting all the new observations (maternity deaths) that happen during the
follow up period.
Mothers in the UK are three times more likely to die around the time of
pregnancy compared with those in Norway, according to an international analysis
of data.
- Explain how the ‘three
times’ figure was calculated. What is the name of this epidemiologic
measure?
From the data in the article we know that in Norway the rates of death
among mothers in pregnancy and up to 42 days after the birth of their children was
2.7 per 100,000 live births and 9.6 maternal deaths for every 100,000 babies
born in the UK. Hence:
RR = RR(UK)/RR(Norway) = 9.6/2.7 = 3.6 death among mothers in pregnancy
and up to 42 days after the birth of their children per 100,00 live births
FOR RETURNING STUDENTS
- What is the
benefit/usefulness of presenting unstandardized maternal
mortality rates?
To compare to the adjusted standardized MMR.
- What is the benefit/usefulness
of presenting standardized maternal mortality rates? What
variable(s) should be used to standardize?
Standardized MMR is useful when making comparison between
populations of differing demographics structures (particularly different age-structures),
where crude mortality and morbidity rate would be misleading.
For direct standardisation, age-specific rates from
each of the population under study are applied to a standard population to obtain
a standardized rates.
For indirect standardization, the age-specific
rates from a standard population are applied to each of the study populations
to obtain a set of standardized mortality rations (SMRs).