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Lecture notes

ARM B video clips factor analysis notes

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Notes from the video clips about factor analysis. Written in 2024 and mostly in English.

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January 5, 2025
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Vera blazevic
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Advanced Research Methods part B – Videoclips Factor Analysis
Purpose
Estimate a model which explains variance/covariance between a set of observed variables
(in a population) by a set of (fewer) unobserved factors & weightings.
- Observed variables: data en observed variables verzameld bijvoorbeeld via een
survey
- Je wil de variance/covariance between a set of observed variables begrijpen  hoe
interrelateren ze met elkaar
-
Example




What is factor analysis?
- Examines the interrelationships among a large number of variables and then attempts
to explain them in terms of their common underlying dimensions  factors
- Interdependence technique: in that an entire set of interdependent relationships is
examined without making the distinction between dependent and independent
variables  hoe interrelateren de items met elkaar, het zijn geen voorspellingen
- Define structure among observed variables
- Interrelationships among large number of variables to identity underlying dimensions
(factors)
- Is primarily used for data summarization and reduction
o Data summarization: derives underlying dimensions that, when interpreted
and understood, describe the data in a much smaller number of concepts,
than the original individual variables
o Data reduction: extends the process of data summarization by deriving an
empirical value (factor score) for each dimensions (factor) and then
substituting this value for the original values  de data verkleinen om ze in
andere analyses te kunnen gebruiken
- Factor analysis is used in the following circumstances:
o To identity underlying dimensions, or factors, that explain correlations among
a set of variables
o To identity a new, smaller, set of uncorrelated variables to replace original set
of correlated variables in subsequent multivariate analysis (e.g. regressions or
ANCOVA)




1

, Recap: measurement model




E = construct, X31 = items en E21 = measurement errors (systematic biases)

Multi-item measurement
- Increases reliability and validity of measures
- Allows measurement assessment:
o Measurement error  je kunt de measurement error verhogen en beoordelen
en op basis hiervan de reliability en validity bepalen
 Reliability: de punten liggen bij elkaar
 Validity: ze liggen on target
- Two forms of measurement models:
o Formative (emerging): de items samen vormen het construct
o Reflective (latent): de items reflecteren het construct

Reflective measurement models
- Direction of causality if from construct to measure
- Correlated indicators  de items correleren met elkaar en de correlatie wordt
gebruikt in de factor analysis
- Takes measurement error into account at the item level
- Validity of items is usually tested with factor analysis




E is construct, E1 is measurement error, lambda is factor loading

Applications
- Assess the validity of construct measurements
- Market segmentation for identifying the underlying variables on which to group the
customers
- Product research: determine the brand attitudes that influence consumers choice
- Price management: identity the characteristics of price-sensitive consumers

!Anything where you would like to assess higher-order dimensions!



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