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1
Social Research Methods
Surveys
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Survey
Characteristics
Collecting a SMALL amount of data in STANDARDISED form from RELATIVELY LARGE NUMBERS OF INDIVIDUALS
Selection of REPRESENTATIVE SAMPLES of individuals from KNOWN POPULATIONS
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Surveys are very common
Most reported research is a survey Most calls for research want surveys done.
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References
de Vaus, D. A. (2002) Surveys in Social Research 5th ed. London: Routledge.
Aldridge, Alan, Levine, Kenneth (2001) Surveying the social world : principles and practice in survey research. Buckingham; Philadelphia, PA: Open University Press.
Fowler, Floyd J. (2008) Survey research methods 4th ed. London: Sage Publications.
Hoinville, G., Jowell, R and associates (1985) Survey Research Practice. London: Gower
Moser, C. A. and Kalton, G (1971) Survey Methods in Social Investigation. Aldershot: Gower
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Mounting a survey Initial design
including sample design and selection Questionnaire construction (incl. piloting) Fieldwork (the most efficient stage)
How to deliver? Postal, self-administered, handout, e-mail, WWW etc. In person/interview/telephone
Dealing with non-responses Editing and Coding Computer entry and editing Analysis and interpretation Write Up.
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Remote vs. Interviews
Pro Con
Often only/easiest way to get info.
Low response rate, may not be representative
efficient, low cost, fast
Ambiguities not detected
anonymous Respondents don’t treat seriously
Remote (= postal, www etc.)
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Interview
Pro Con
Can clarify questions Interviewer bias
Interviewer encourages participation/ involvement
Interviewer-respondent effects
May not be seen as anonymous. Respondents less honest
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Survey design
1. Simple Survey e.g. ad hoc sample survey (a snapshot), cross sectional survey Essentially descriptive - says what the current state of affairs is.
2. Panel Survey Collect information from same people at 2 or more points in time.
3. Rotating sample survey Repeated survey with some continuing respondents and some
new.
4. Longitudinal survey either a form of panel over a long period of time or simulated by combining simple surveys from different time
periods.
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Sampling
Why sample?
1. Population too large to take all e.g. UK population
2. Population too dispersed or difficult to contact e.g. members of swimming clubs
3. To get results quickly
Key to sampling = getting a REPRESENTATIVE sample
(compare with blood sample)
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How big a sample?
1. Less than 1/10 of the population
2. Big enough to produce acceptable sampling error(e.g. about 2,000 from large population)
3. Big enough to give reasonable numbers in subsets(e.g. 4 x 5 table = 20 cells, need 10 in each, so sample ≥ 200
4. Small enough to carry out with available resources and time.
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Types of sampling
A. Probabilityeach member of population has known and
usually equal chance of inclusion. Can make statistical inferencesB. Non-probabilityselect by non-random methods involving
human judgement. Sample may be representative but this not
known
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Most probability sampling needs a sampling frame
A list of everyone in the population + means of contacting.
N.B. problems1. Categories excluded (e.g. all students misses occasional
students)2. Inaccuracies (e.g. in when should be off list, off when
should be in)3. Sampling frame in wrong units (voters when household
needed)4. No information on population which is needed for
stratification5. No means of contact (e.g. list of church members, no
addresses)
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Types of probability sample
Simple random Systematic or quasi-random Stratified Multi-stage Cluster
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Simple random
Every member has equal chance of selection Called epsem design (Equal Probability
Selection Method) Select from sampling frame by:
a. lottery (e.g. toss coins)
b. using list of random numbers
c. computer generated random number list
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Systematic or quasi-random
Simple random sampling very inconvenient for large samples
Therefore Start from random point and then take every rth person on list
e.g. 5% sample from population of 2,000 (=N)
i.e. sample of 100 (=n)
r = N/n = 2,000/100 = 20
Therefore select every 20th person
Start from random person between 1 and 20, say 13
so take person 13, person 33, 53, 73 etc. up to 1,993 N.B. only 20 possible samples compared with billion of billions
for simple random sampling
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Stratified
Used to increase likelihood of representative sample (i.e. reduces sampling error)
Divide population into strata and ensure share of sample is from each stratum. e.g. age groups. if 13.5% of population aged 16-25 then 13.5% of
sample should be aged 16-25. Needs information on stratification factor in sampling
frame. Strata should be internally homogeneous and different
from other strata. Stratification factor should be related to issues of interest
in survey
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Disproportionate stratification
Increase chance of selecting from some strata
Adjust for this in analysis
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Multi-stage
Increases sampling error but decreases cost of sample
Increases geographical concentration Divide sampling frame into groups and select only
some groups (e.g. counties, towns) May be several stages
Sampling with probability proportional to size Adjust chance of selection within group to account for
different sizes of groups
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Cluster
Used where no final sampling frame available
Like multi-stage, select some groups, at several levels
then take ALL people in selected groups.
Like multi-stage it concentrates sample but increases sampling error.
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Non-probability sampling
Not chosen using probability methods - rather some human judgement
Most common = QUOTA sampling Samples are stratified usually by age, sex,
occupational status
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QUOTA sampling
People chosen by interviewer (not at random) from those passing by to fill quotas of e.g. so many men, so many women, so many aged 16-24 etc.
Quotas can be linked e.g. so many men aged 16-24.
N.B. no estimate of sampling error possible BUT evidence suggests good quota samples are
good representative samples
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Other kinds of non-random sampling
1.Convenience sample Friends, neighbours relations etc.
2.Snowball (or cascade) sample Friends of friends, contacts of contacts etc.
3.Purposive Collected for specific purpose or reason