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Sampling

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Sampling
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Sampling



January 9, 2007

Cardinal Rule of Sampling

• Never sample on the dependent variable!

– Example: if you are interested in studying

factors that lead to organizational failure, you

cannot just study organizations that failed, you

need to compare them with organizations which

are successful

Types of Sampling

 Probability Sampling

– Basic principle: a sample will be representative

of the population from which it is selected if all

members of the population have an equal

chance of being selected (EPSEM)

– Allows estimation of sample’s

representativeness

Types of Sampling

 Probability Sampling

– Basic principle: a sample will be representative

of the population from which it is selected if all

members of the population have an equal

chance of being selected (EPSEM)

– Allows estimation of sample’s

representativeness



 Nonprobability sampling

Sampling Concepts

• Element – unit about

which information is

collected

Sampling Concepts

• Element

• Universe – theoretical

aggregation of all

elements

Sampling Concepts

• Element

• Universe

• Population –

theoretically specified

aggregation of

elements

Sampling Concepts

• Element

• Universe

• Population

• Survey population –

aggregation of

elements from which

the survey sample is

selected

Sampling Concepts

• Element

• Universe

• Population

• Survey population

• Sampling unit –

element considered for

selection at some stage

of sampling

Sampling Concepts

• Element

• Universe

• Population

• Survey population

• Sampling unit

• Sampling frame – list

of sampling units from

which the sample is

selected

Sampling Concepts

• Element • Observation unit –

• Universe element from which

• Population data is collected

• Survey population

• Sampling unit

• Sampling frame

Sampling Concepts

• Element • Observation unit

• Universe • Variable – set of

• Population mutually exclusive

• Survey population characteristics

• Sampling unit

• Sampling frame

Sampling Concepts

• Element • Observation unit

• Universe • Variable

• Population • Parameter – summary

• Survey population description of a given

• Sampling unit variable in the

population

• Sampling frame

Sampling Concepts

• Element • Observation unit

• Universe • Variable

• Population • Parameter

• Survey population • Statistic – summary

• Sampling unit description of a given

• Sampling frame variable in a survey

sample

Sampling Concepts

• Element • Observation unit

• Universe • Variable

• Population • Parameter

• Survey population • Statistic

• Sampling unit • Sampling error – can

• Sampling frame be estimated using

probability theory

(standard error)

Sampling Concepts

• Element • Observation unit

• Universe • Variable

• Population • Parameter

• Survey population • Statistic

• Sampling unit • Sampling error

• Sampling frame • Confidence intervals –

computing sampling

error allows estimation

of confidence that the

parameter is within a

specified range

Types of Sampling Designs

• Simple random sampling

– Assign a number to each element in the

sampling frame then use a table of random

numbers to select elements for the sample

• Systematic sampling

– Every kth element in the total list is included in

the sample

– Sampling interval, periodicity

Types of Sampling Designs

• Stratified sampling

– Obtain greater representativeness and decrease

probable sampling error

– Organize the population into homogenous

subsets (with heterogeneity between subsets)

and select the appropriate number of elements

from each subset

Types of Sampling Designs

• Multistage Cluster Sampling (general or

stratified)

– Repeat 2 basic steps: listing and sampling

– List primary sampling units, (stratify if useful

to do so), take a sample, use sample to create

list of secondary sampling units (stratify), take

sample, etc.

– Each stage produces sampling error

Types of Sampling Design

• Probability Proportionate to Size (PPS)

– Each cluster is given a chance of selection

proportionate to its size

– The same number of elements is chosen from

each selected cluster

– This allows for selection of more clusters,

representation of elements in large clusters,

each population element has an equal chance of

selection

Types of Sampling Design

• Modifications to PPS designs

– May decide to include all very large clusters,

but then each element should be given the same

chance of being selected as in other clusters

– small clusters may contain fewer than the

number of elements to be taken per cluster, but

clusters can be combined to solve this problem

(try to combine homogenous clusters)

Nonprobability Sampling

• Purposive or judgmental sampling



• Quota sampling



• Reliance on available subjects



• Snowball sampling


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