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FACTOR ANALYSIS AND
MARKETING
RESEARCH I
Mark Ng
2014
Outline
• Use of Factor analysis in Marketing Research
• Exploratory factor analysis
• Confirmatory factor analysis
• Basic ideas of Structural Equation Modeling
What is Factor Analysis?
• Statistical technique that serves to combine
variables to create new factors
• Purpose
• To reduce number of variables to enhance
manageability
• To identify the underlying constructs (latent variables)
A
A1
A3
A2
Why Factor Analysis?
• Many constructs/variables are latent (derived
from other observable variables) and multi-
dimensional
• E.g. Service quality, consumer innovativeness,
language abilities, stress level
• Identification of underlying dimensions (factors) to
understand and describe complex constructs
Mechanism of Factor Analysis
• Assumption of factor analysis:
• underlying dimensions (factors) can be used to explain
complex phenomena.
• Observed correlations between variables result from
their sharing of factors.
Good Factor Analysis Solution…
• Major goal: to represent relationships among sets
of variables parsimoniously yet keeping factors
meaningful.
• A good factor solution is both simple and
interpretable (with new insights).
© Dr. Maher Khelifa 6
Applications of Factor Analysis
• Product
• to identify brand attributes and selection criteria of
consumers
• Advertising
• to understand attitudes, media habits of customers
• Pricing
• to identify the characteristics of different groups of
consumers
• Distribution
• to better understand channel selection criteria
• Develop marketing research
Two types of Factor Analysis
• Exploratory Factor Analysis: to explore the
underlying structure of a large set of data
• Confirmatory Factor Analysis: to test whether the
data fit a hypothesized measurement model
Procedure of Exploratory Factor Analysis
1. To examine correlation matrix
2. To extract factors
3. To select rotation methods
4. To interpret and name the factors
Step 1: Examine Correlation Matrix
• Identify variables not related to other variables
• Small correlation (r<0.3): unlikely that the two
variables share common factors
• Examine visually
• Bartlett Test of Sphericity: sphericity should be large and
significant (p<0.05)
• Kaiser-Meyer-Olkin (KMO) measure of sampling
adequacy (.8 and higher are great, .7 is acceptable, .6
is mediocre, less than .5 is unacceptable ).
Step 2 To extract factors
• Two most commonly
used methods:
• Principal Component
Analysis: Aim to
summarize data into
smaller set of factors
• Common Factor Analysis:
Aims to uncover the
underlying dimensions
 Other factor extraction methods include:
Maximum likelihood method
Alpha method
Unweighted lease squares method
Generalized least square method
Image factoring
• After selecting method
of extraction, determine
the number of factors
extracted by:
• Statistical criteria:
• Eigenvalues >1 (explained
variance > 1 single variable)
• Scree Plot
• Theoretical consideration
• Results of factor extraction:
• Scree Plot
• Component Matrix
Step 3 Factor rotation
• To interpret the components, the researcher must
group X-variables to which component they load
most on.
• Un-rotated factors are typically not very interpretable
• Rotated factors – more meaningful and easy to interpret
• Different rotation methods may result in the
identification of somewhat different factors.
• Most commonly used
method: Varimax
• More interpretable since:
• Develop uncorrelated
factors/components.
• Minimize number of
variables that have high
loadings on a factor
• Other rotation methods
• Next common rotational method: Oblique Rotations
• Factors are correlated
• More difficult to interpret
• Other rotational methods include:
• Quartimax (Orthogonal)
• Equamax (Orthogonal)
• Promax (oblique)
• Initial results for comparison
VARIMAX OBLIQUE
Step 4 Interpretation of factors
• Select the most interpretable solution: number of
factors and rotated solution
• Consider: statistical criteria, a priori conceptual
beliefs (past research), interpretability of solutions
• SERVQUAL – 5 components
• Tangibility
• Reliability
• Responsiveness
• Communication, credibility and security
• Understanding/ knowing consumers
Practice
• Make use of the data to see how many factors
could you establish from the SERVQUAL data.

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Exploratory Factor Analysis

  • 2. Outline • Use of Factor analysis in Marketing Research • Exploratory factor analysis • Confirmatory factor analysis • Basic ideas of Structural Equation Modeling
  • 3. What is Factor Analysis? • Statistical technique that serves to combine variables to create new factors • Purpose • To reduce number of variables to enhance manageability • To identify the underlying constructs (latent variables) A A1 A3 A2
  • 4. Why Factor Analysis? • Many constructs/variables are latent (derived from other observable variables) and multi- dimensional • E.g. Service quality, consumer innovativeness, language abilities, stress level • Identification of underlying dimensions (factors) to understand and describe complex constructs
  • 5. Mechanism of Factor Analysis • Assumption of factor analysis: • underlying dimensions (factors) can be used to explain complex phenomena. • Observed correlations between variables result from their sharing of factors.
  • 6. Good Factor Analysis Solution… • Major goal: to represent relationships among sets of variables parsimoniously yet keeping factors meaningful. • A good factor solution is both simple and interpretable (with new insights). © Dr. Maher Khelifa 6
  • 7. Applications of Factor Analysis • Product • to identify brand attributes and selection criteria of consumers • Advertising • to understand attitudes, media habits of customers • Pricing • to identify the characteristics of different groups of consumers • Distribution • to better understand channel selection criteria • Develop marketing research
  • 8. Two types of Factor Analysis • Exploratory Factor Analysis: to explore the underlying structure of a large set of data • Confirmatory Factor Analysis: to test whether the data fit a hypothesized measurement model
  • 9. Procedure of Exploratory Factor Analysis 1. To examine correlation matrix 2. To extract factors 3. To select rotation methods 4. To interpret and name the factors
  • 10. Step 1: Examine Correlation Matrix • Identify variables not related to other variables • Small correlation (r<0.3): unlikely that the two variables share common factors • Examine visually • Bartlett Test of Sphericity: sphericity should be large and significant (p<0.05) • Kaiser-Meyer-Olkin (KMO) measure of sampling adequacy (.8 and higher are great, .7 is acceptable, .6 is mediocre, less than .5 is unacceptable ).
  • 11. Step 2 To extract factors • Two most commonly used methods: • Principal Component Analysis: Aim to summarize data into smaller set of factors • Common Factor Analysis: Aims to uncover the underlying dimensions
  • 12.  Other factor extraction methods include: Maximum likelihood method Alpha method Unweighted lease squares method Generalized least square method Image factoring
  • 13. • After selecting method of extraction, determine the number of factors extracted by: • Statistical criteria: • Eigenvalues >1 (explained variance > 1 single variable) • Scree Plot • Theoretical consideration
  • 14. • Results of factor extraction:
  • 17. Step 3 Factor rotation • To interpret the components, the researcher must group X-variables to which component they load most on. • Un-rotated factors are typically not very interpretable • Rotated factors – more meaningful and easy to interpret • Different rotation methods may result in the identification of somewhat different factors.
  • 18. • Most commonly used method: Varimax • More interpretable since: • Develop uncorrelated factors/components. • Minimize number of variables that have high loadings on a factor
  • 19. • Other rotation methods • Next common rotational method: Oblique Rotations • Factors are correlated • More difficult to interpret • Other rotational methods include: • Quartimax (Orthogonal) • Equamax (Orthogonal) • Promax (oblique)
  • 20. • Initial results for comparison VARIMAX OBLIQUE
  • 21. Step 4 Interpretation of factors • Select the most interpretable solution: number of factors and rotated solution • Consider: statistical criteria, a priori conceptual beliefs (past research), interpretability of solutions • SERVQUAL – 5 components • Tangibility • Reliability • Responsiveness • Communication, credibility and security • Understanding/ knowing consumers
  • 22. Practice • Make use of the data to see how many factors could you establish from the SERVQUAL data.