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Multiple-Indicator Measures
MEASUREMENT of theoretical CONSTRUCTS is one of the most important steps in social research. Relatingthe abstract concepts described in a THEORY to empirical INDICATORS of those CONCEPTS is crucial to an unambiguous understanding of the phenomena under study. Indeed, the linkage of theoretical constructs to their empirical indicators is as important in social inquiry as the positing of the relationships between the theoretical constructs themselves.
Multiple-indicator measures refer to situations in which more than one indicator or item is used to represent a theoretical construct in contrast to a single indicator. There are several reasons why a multipleitem measure is preferable to a single item. First, many theoretical constructs are so broad and complex that they cannot be adequately represented in a single item. As a simple example, no one would argue that an individual true-false question on an American government examination is an adequate measure of the degree of knowledge of American government possessed by a student. However, if several questions concerning the subject are asked, we would get a more comprehensive assessment of the student's knowledge of the subject.
A second reason to use multiple-item measures is accuracy. Single items lack precision because they may not distinguish subtle distinctions of an attribute. In fact, if the item is dichotomous, it will only recognize two levels of the attribute.
A third reason for preferring multiple-item measures is their greater RELIABILITY. Reliability focuses on the consistency of a measure. Do repeated tests with the same instrument yield the same results? Do comparable but different tests yield the same results? Generally, multiple-indicator measures contain less RANDOM ERROR and are thus more reliable than single item measures because random error cancels itself out across multiple measurements. For all of these reasons, multiple indicator measures usually represent theoretical constructs better than single indicators.
References
- Analysis of Variance
- Association and Correlation
- Association
- Association Model
- Asymmetric Measures
- Biserial Correlation
- Canonical Correlation Analysis
- Correlation
- Correspondence Analysis
- Intraclass Correlation
- Multiple Correlation
- Part Correlation
- Partial Correlation
- Pearson's Correlation Coefficient
- Semipartial Correlation
- Simple Correlation (Regression)
- Spearman Correlation Coefficient
- Strength of Association
- Symmetric Measures
- Basic Qualitative Research
- Basic Statistics
- F Ratio
- N(n)
- t-Test
- X¯
- Y Variable
- z-Test
- Alternative Hypothesis
- Average
- Bar Graph
- Bell-Shaped Curve
- Bimodal
- Case
- Causal Modeling
- Cell
- Covariance
- Cumulative Frequency Polygon
- Data
- Dependent Variable
- Dispersion
- Exploratory Data Analysis
- Frequency Distribution
- Histogram
- Hypothesis
- Independent Variable
- Measures of Central Tendency
- Median
- Null Hypothesis
- Pie Chart
- Regression
- Standard Deviation
- Statistic
- Causal Modeling
- DISCOURSE/CONVERSATION ANALYSIS
- Econometrics
- Epistemology
- Ethnography
- Evaluation
- Event History Analysis
- Experimental Design
- Factor Analysis and Related Techniques
- Feminist Methodology
- Generalized Linear Models
- HISTORICAL/COMPARATIVE
- Interviewing in Qualitative Research
- Latent Variable Model
- LIFE HISTORY/BIOGRAPHY
- LOG-LINEAR MODELS (CATEGORICAL DEPENDENT VARIABLES)
- Longitudinal Analysis
- Mathematics and Formal Models
- Measurement Level
- Measurement Testing and Classification
- Multilevel Analysis
- Multiple Regression
- Qualitative Data Analysis
- Sampling in Qualitative Research
- Sampling in Surveys
- Scaling
- Significance Testing
- Simple Regression
- Survey Design
- Time Series
- ARIMA
- Box-Jenkins Modeling
- Cointegration
- Detrending
- Durbin-Watson Statistic
- Error Correction Models
- Forecasting
- Granger Causality
- Interrupted Time-Series Design
- Intervention Analysis
- Lag Structure
- Moving Average
- Periodicity
- Serial Correlation
- Spectral Analysis
- Time-Series Cross-Section (TSCS) Models
- Time-Series Data (Analysis/Design)
- Trend Analysis
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