Chapter_12_Factor Analysis, Path Analysis, and Structural Equation Modeling Flashcards

(23 cards)

1
Q

factor analysis

A
  • examine the relationships among a set of INTERCORRELATED variables
  • one or more underlying DIMENSIONS or factors
  • each item reflects an ASPECT of the construct being measured
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2
Q

Exploratory factor analysis

A
  • identify subsets of those variables
  • uncorrelated with the variables in the other subsets
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3
Q

Uses of Exploratory Factor Analysis

A
  1. Data Reduction
  2. Scale Development
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4
Q

Data Reduction

A

Principal components analysis
- be easier to understand
- empirical

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5
Q

Scale Development

A

a scale should represent only one construct or be composed of subscales
- the items intercorrelate in the way they theoretically should
- examine the STRUCTURAL validity of a measure

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6
Q

Considerations in EFA

A
  1. Number of Research PARTICIPANTS
    - 200 to 400
  2. Quality of the DATA
  3. Factor EXTRACTION and Rotation
  4. Number of FACTORS
  5. Interpreting the Factors: factor LOADINGS
  6. Factor SCORES
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7
Q

Quality of the Data

A
  • items are representative
  • items are relevant
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8
Q

extraction

A

determine the number of factors underlying a set of correlations
- Factors are extracted in order of importance
- first factor accounts for the most variance

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9
Q

rotation

A

clarify the factors once they are extracted
- simplifies the results of a factor analysis by minimizing these multiple loadings
1. Orthogonal
- forces factors to be uncorrelated with one another
2. Oblique
- allows factors to be correlated

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10
Q

Number of Factors

A
  1. eigenvalues
    - the percentage of variance in the variables being analyzed that can be accounted for by that factor
  2. scree plot
    - plotting the eigenvalue of each factor against its order of extraction
  3. parallel analysis
    - create a random data set with the same number of observations and variables
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11
Q

factor loadings

A

the correlation of each item with its underlying factor

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12
Q

Factor Scores

A

combined Z scores for each factor

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13
Q

Confirmatory factor analysis

A

researchers propose hypotheses about the dimensions a set of items will load on

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14
Q

2 Purposes of CFA

A
  1. hypothesis testing
  2. measure validation
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15
Q

Hypothesis Testing

A

different patterns of relationship among the variables ­encompassed by those theories

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16
Q

Measure Validation

A
  1. Structural Validity
  2. Generalizability
17
Q

Structural Validity

A

the dimensionality of a measure reflects the dimensionality of the construct it measures

18
Q

Generalizability

A

a measure provides similar results across time, research settings, and populations
- differential validity
- testing the invariance

19
Q

Evaluating Goodness-of-Fit

A

tests a hypothesized factor structure against the structure that exists in a data set

20
Q

Testing Mediational Hypotheses

A

The Causal Steps Strategy
multiple regression analyses
1. test a and b
2. test ab

21
Q

Path analysis

A

sets of multiple regression analyses to estimate the strength of the relationship between an independent variable and a dependent variable controlling for the hypothesized mediating variables

22
Q

Structural Equation Modeling

A

combines path analysis with confirmatory factor analysis

23
Q

Limitations on Interpretation

A
  1. Causality
  2. Completeness of the Model
  3. Alternative Models