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Multi-Attribute Utility theory
Health-related quality of life (HRQL) is a critical element in the eventual outcomes of medical care and public health. Measuring HRQL successfully involves adequate description of health states, distinguishing differences among groups, and detecting change in individuals over time. There are two major approaches to HRQL measurement: psychometric and utility. Psychometric instruments like the SF-36 measure HRQL from a descriptive point of view to capture the various dimensions and generate a health profile. Alternatively, with the utility approach, one measures people's values for health states, also called preferences or utilities. Utilities are measured on a scale where 0 = death and 1.0 = perfect or optimal health. Utilities have a basis in economic theory and decision science and so are useful for calculating the quality-adjusted life years (QALYs) used in cost-utility analysis. Because HRQL is inherently multidimensional (vision, hearing, cognition, mobility, etc.), an extension of utility theory called multi-attribute utility theory (MAUT) has been applied to HRQL in the explicit multidimensional or multi-attribute sense. This entry focuses on methods derived from MAUT. The health utilities index (HUI) is the best known example of a MAUT-based HRQL measure.
Basic health utility measurement is implicitly multidimensional. As is detailed elsewhere, direct methods like the visual analog scale (VAS), Standard Gamble (SG), and Time Trade-off (TTO) use direct queries about HRQL. With these techniques, people do all the mental processes of weighing multidimensional issues internally and respond with a summary number or point of indifference between choices. For the remainder of this essay, all direct methods are referred to as utilities or utility, though some are more accurately called preferences or values (TTO and VAS). Utilities are technically defined as measuring risk under uncertainty (SG).
MAUT allows the use of SG, TTO, or VAS utilities as a basis for modeling an individual's or a population's overall multi-attribute utility structure. Such models are called indirect since the end user may complete a simple survey from which utility is later calculated. A MAUT-based model can be used to calculate all possible health states in a comprehensive health status classification system, as defined below.
Components of MAUT-Based Models
In MAUT-based measurement, the following four steps are followed:
- Develop a health status classification system, defined as incorporating all relevant attributes of health and gradations of function or status within each attribute.
- Obtain utilities for gradations (levels) of function or status within each attribute.
- Assign relative weights to the attributes.
- Aggregate the weights of attributes and single-attribute levels of function to obtain an overall utility measure.
The perspective of the population whose utilities are being assessed for the model should be clear. The two most common perspectives are a representative sample of society and a representative sample of clinical patients experienced with certain health states. Health economists generally prefer the perspective of society.
Developing the Health Status Classification System
An example of a health status classification system (HSCS), the Health Utilities Index Mark 3 (HUI3), is shown in Figure 1. An HSCS is developed through the work of expert panels and focus groups of patients or members of society, depending on the model. The HSCS provides a basis for judging the model in terms of face validity (a simple assessment of whether the model seems sensible and appropriate), content validity (the extent to which the model represents the health attributes being measured—evaluated with statistical analysis), and construct validity (how the model statistically correlates with other measures of similar concepts or varies between known groups). Most MAUT HRQL models address overall or “generic” health. A minority focus on specific diseases or conditions.
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- Basis for Making the Decision
- Acceptability Curves and Confidence Ellipses
- Beneficence
- Bioethics
- Choice Theories
- Construction of Values
- Cost-Benefit Analysis
- Cost-Comparison Analysis
- Cost-Consequence Analysis
- Cost-Effectiveness Analysis
- Cost-Minimization Analysis
- Cost-Utility Analysis
- Decision Quality
- Distributive Justice
- Dominance
- Equity
- Evaluating Consequences
- Expected Utility Theory
- Expected Value of Perfect Information
- Extended Dominance
- Health Production Function
- League Tables for Incremental Cost-Effectivenes: Ratios
- Marginal or Incremental Analysis, Cost-Effectiveness Ratio
- Monetary Value
- Moral Choice and Public Policy
- Net Benefit Regression
- Net Monetary Benefit
- Nonexpected Utility Theories
- Pharmacoeconomics
- Protected Values
- Rank-Dependent Utility Theory
- Return on Investment
- Risk-Benefit Trade-Off
- Subjective Expected Utility Theory
- Toss-Ups and Close Calls
- Value-Based Insurance Design
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- Biostatistics and Clinical Epidemiology
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- Health Status Measurement, Construct Validity
- Health Status Measurement, Face and Content Validity
- Health Status Measurement, Floor and Ceiling Effects
- Health Status Measurement, Generic Versus Condition-Specific Measures
- Health Status Measurement, Minimal Clinically Significant Differences, and Anchor Versus Distribution Methods
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- Human Capital Approach
- Life Expectancy
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- Report Cards, Hospitals and Physicians
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- Certainty Equivalent
- Chained Gamble
- Conjoint Analysis
- Contingent Valuation
- Cost Measurement Methods
- Decomposed Measurement
- Disability-Adjusted Life Years (DALYs)
- Discounting
- Discrete Choice
- Disutility
- EuroQol (EQ-5D)
- Health Utilities Index Mark 2 and 3 (HUI2, HUI3)
- Healthy Years Equivalents
- Holistic Measurement
- Multi-Attribute Utility Theory
- Person Trade-Off
- Quality of Well-Being Scale
- Quality-Adjusted Life Years (QALYs)
- Quality-Adjusted Time Without Symptoms or Toxicity (Q-TWiST)
- SMARTS and SMARTER
- Split Choice
- Utilities for Joint Health States
- Utility Assessment Techniques
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- Irrational Persistence in Belief
- Judgment
- Judgment Modes
- Learning and Memory in Medical Training
- Lens Model
- Lottery
- Managing Variability and Uncertainty
- Memory Reconstruction
- Mental Accounting
- Minerva-DM
- Mood Effects
- Moral Factors
- Motivation
- Numeracy
- Overinclusive Thinking
- Pain
- Pattern Recognition
- Personality, Choices
- Preference Reversals
- Probability Errors
- Probability, Verbal Expressions of
- Problem Solving
- Procedural Invariance and Its Violations
- Prospect Theory
- Range-Frequency Theory
- Risk Attitude
- Risk Aversion
- Risk Communication
- Risk Perception
- Scaling
- Social Factors
- Social Judgment Theory
- Stigma Susceptibility
- Support Theory
- Uncertainty in Medical Decisions
- Unreliability of Memory
- Value Functions in Domains of Gains and Losses
- Worldviews
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