TY - JOUR
T1 - Patterns in wireless phone estimation data from a cross-sectional survey: what are the implications for epidemiology?
AU - Redmayne, Mary
AU - Smith, Euan
AU - Abramson, Michael John
PY - 2012
Y1 - 2012
N2 - Self-reported recall data are often used in
wireless phone epidemiological studies, which in turn
are used to indicate relative risk of health outcomes
from extended radiofrequency exposure. We sought to
explain features commonly observed in wireless phone
recall data and to improve analytical procedures.
Setting: Wellington Region, New Zealand.
Participants: Each of the 16 schools selected a year 7
and/or 8 class to participate, providing a representative
regional sample based on socioeconomic school ratings,
school type and urban/rural balance. There was an 85
participation rate (N=373).
Main outcome measures: Planned: the distribution of
participants? estimated extent of SMS-texting and
cordless phone calls, and the extent of rounding to a final
zero or five within the full set of recall data and within
each order of magnitude. Unplanned: the distribution of
the leading digits of these raw data, compared with that
of billed data in each order of magnitude.
Results: The nature and extent of number-rounding, and
the distribution of data across each order in recall data
indicated a logarithmic (ratio-based) mental process for
assigning values. Responses became less specific as the
leading-digit increased from 1 to 9, and 69 of
responses for weekly texts sent were rounded by
participants to a single non-zero digit (eg, 2, 20 and 200).
Conclusions: Adolescents? estimation of their cellphone
use indicated that it was performed on a mental
logarithmic scale. This is the first time this phenomenon
has been observed in the estimation of recalled, as
opposed to observed, numerical quantities. Our findings
provide empirical justification for log-transforming data
for analysis. We recommend the use of the geometric
rather than arithmetic mean when a recalled numerical
range is provided. A point of calibration may improve
recall.
AB - Self-reported recall data are often used in
wireless phone epidemiological studies, which in turn
are used to indicate relative risk of health outcomes
from extended radiofrequency exposure. We sought to
explain features commonly observed in wireless phone
recall data and to improve analytical procedures.
Setting: Wellington Region, New Zealand.
Participants: Each of the 16 schools selected a year 7
and/or 8 class to participate, providing a representative
regional sample based on socioeconomic school ratings,
school type and urban/rural balance. There was an 85
participation rate (N=373).
Main outcome measures: Planned: the distribution of
participants? estimated extent of SMS-texting and
cordless phone calls, and the extent of rounding to a final
zero or five within the full set of recall data and within
each order of magnitude. Unplanned: the distribution of
the leading digits of these raw data, compared with that
of billed data in each order of magnitude.
Results: The nature and extent of number-rounding, and
the distribution of data across each order in recall data
indicated a logarithmic (ratio-based) mental process for
assigning values. Responses became less specific as the
leading-digit increased from 1 to 9, and 69 of
responses for weekly texts sent were rounded by
participants to a single non-zero digit (eg, 2, 20 and 200).
Conclusions: Adolescents? estimation of their cellphone
use indicated that it was performed on a mental
logarithmic scale. This is the first time this phenomenon
has been observed in the estimation of recalled, as
opposed to observed, numerical quantities. Our findings
provide empirical justification for log-transforming data
for analysis. We recommend the use of the geometric
rather than arithmetic mean when a recalled numerical
range is provided. A point of calibration may improve
recall.
UR - http://bmjopen.bmj.com/content/2/5/e000887.full.pdf+html
U2 - 10.1136/bmjopen-2012-000887
DO - 10.1136/bmjopen-2012-000887
M3 - Article
SN - 2044-6055
VL - 2
SP - 1
EP - 8
JO - BMJ Open
JF - BMJ Open
IS - 5
M1 - e000887
ER -