Introduction to economic evaluations
00
Identify theoretical and methodological differences between different economic evaluation techniques
Grasp the foundations of cost-effectiveness analysis
Describe the steps of valuing costs in economic evaluations & identify ways to curate cost parameters
01
Introduction to economic evaluations
02
CEAs: Identifying Alternatives
03
Valuing Costs
04
Data Collection
01
We’ve touched on the basic framework for decision analysis, focusing on:
Decision trees & probabilities
Bayes theorem & probability revision
Constructing decision trees using Amua
We will start to touch on some of the core concepts for representing costs and health benefits within decision problems.
Relevant when decision alternatives have different costs and health consequences.
We want to measure the relative value of one strategy in comparison to others.
This can help us make resource allocation decisions in the face of constraints (e.g., budget).

Balancing $$ and Health Outcomes
| Type of study | Measurement/valuation of costs | Identification of consequences | Measurement / valuation of consequences |
|---|---|---|---|
| Cost analysis | Monetary units | None | None |
Source: [@drummond2015a]
Only looks at healthcare costs
Relevant when alternative options are equally effective (provide equal benefits). Rarely the case in reality!
Costs are valued in monetary terms (e.g., U.S. dollars)
Decision criterion: often to minimize cost
| Type of study | Measurement/Valuation of costs | Identification of consequences | Measurement / valuation of consequences |
|---|---|---|---|
| Cost analysis | Monetary units | None | None |
| Cost-effectiveness analysis | Monetary units | Single effect of interest, common to both alternatives, but achieved to different degrees. | Natural units (e.g., life-years gained, disability days saved, points of blood pressure reduction, etc.) |
Source: [@drummond2015a]
Most useful when decision makers consider multiple options within a budget, and the relevant outcome is common across strategies
Costs
Costs are valued in monetary terms ($)
Benefits
Benefits are valued in terms of clinical outcomes (e.g., cases prevented, lives saved, years of life gained)
Results
Results reported as a cost-effectiveness ratio
Life Extension Example
Suppose we are interested in the prolongation of life after an intervention:
| Type of study | Measurement/Valuation of costs both alternative | Identification of consequences | Measurement / valuation of consequences |
|---|---|---|---|
| Cost analysis | Monetary units | None | None |
| Cost-effectiveness analysis | Monetary units | Single effect of interest, common to both alternatives, but achieved to different degrees. | Natural units (e.g., life-years gained, disability days saved, points of blood pressure reduction, etc.) |
| Cost-utility analysis | Monetary units | Single or multiple effects, not necessarily common to both alternatives. | Healthy years (typically measured as quality-adjusted life-years) |
Source: [@drummond2015a]
| Type of study | Measurement/Valuation of costs both alternative | Identification of consequences | Measurement / valuation of consequences |
|---|---|---|---|
| Cost analysis | Monetary units | None | None |
| Cost-effectiveness analysis | Monetary units | Single effect of interest, common to both alternatives, but achieved to different degrees. | Natural units (e.g., life-years gained, disability days saved, points of blood pressure reduction, etc.) |
| Cost-utility analysis | Monetary units | Single or multiple effects, not necessarily common to both alternatives. | Healthy years (typically measured as quality-adjusted life-years) |
| Cost-benefit analysis | Monetary units | Single or multiple effects, not necessarily common to both alternatives | Monetary units |
To read more: Robinson et al, 2019
https://pubmed.ncbi.nlm.nih.gov/28183740/
https://www.cambridge.org/core/product/identifier/S2194588818000271/type/journal_article
The CEA Formula
Relevant when healthcare alternatives have different costs & health consequences
\frac{\text{Cost (Intervention A) - Cost (Intervention B)}}{\text{Benefit (A) - Benefit (B)}}
Relative VALUE of an intervention in comparison to its alternative is expressed as a cost-effectiveness RATIO
Health Technology Advisory Committees
NICE (The National Institute for Health and Care Excellence, UK)
Canada’s Drug and Health Technology Agency
PBAC (Pharmaceutical Benefits Advisory Committee in Australia)
Brazil’s health technology assessment institute
Groups developing clinical guidelines
WHO
CDC
Disease-specific organizations: American Cancer Society; American Heart Association; European Stroke Organisation
Regulatory agencies
FDA (U.S. Food and Drug Administration)
EPA (U.S. Environmental Protection Agency)
02
Decision modeling / economic evaluation requires identifying strategies or alternative courses of action.
Different therapies
Different policies
Different technologies
Different combinations
Different sequences of events
Different treatment ages
Once we have identified the alternatives, we’ll want to quantify their associated consequences in terms of:
\frac{\text{Cost (Intervention A) - Cost (Intervention B)}}{\text{Benefit (A) - Benefit (B)}}
03
1
Identify
Estimate the different categories of resources likely to be required
(e.g., surgical staff, medical equipment, surgical complications, re-admissions)
2
Measure
Estimate how much of each resource category is required
(e.g. type of staff performing the surgery and time involved, post-surgery length of stay, re-admission rates)
3
Value
Apply unit costs to each resource category
(e.g., salary scales from the relevant hospital or national wage rates for staff inputs, cost per inpatient day for the post-surgery hospital stay)
Source: Gold 1996, Drummond 2015, Gray 2012)
Direct Health Care Costs
Direct Non-Health Care Costs
Time Costs
Productivity Costs
Unrelated Healthcare Costs
Micro-costing
(bottom-up)
Gross-costing
(top-down)
Ingredients-based approach
(P x Q x C)
Sanders GD, Neumann PJ, Basu A, et al. Recommendations for Conduct, Methodological Practices, and Reporting of Cost-effectiveness Analyses: Second Panel on Cost-Effectiveness in Health and Medicine. JAMA. 2016;316:1093–1103.
PERSPECTIVE MATTERS
Formal Healthcare Sector: Medical costs borne by third-partypayers & paid for out-of-pocket by patients. Should include current + future costs, related & unrelated to the condition under consideration
Societal perspective: Represents the wider “public interest” & inter-sectoral distribution of resources that are important to consider - reflects costs on all affected parties
Formal Healthcare Sector:
Societal perspective:
04
Approach 1
Alongside clinical trials
Collect cost data directly during the trial
Approach 2
Using secondary data
Leverage existing databases, registries, and published literature
International versus US will have different approaches
1
Local Data
In-country registries, hospital data, donor databases
2
Literature
Published cost studies
3
Tufts CEA Registry
Comprehensive database
4
DCP3
Disease Control Priorities
The key is to get as close to the “true” cost associated with each procedure per patient
E.g., “TB healthcare & diagnostics are from official price list of the National Health Laboratory Service in South Africa; Costs for follow-up reflect local clinic and culture-based screening for active-tuberculosis”
https://cevr.tuftsmedicalcenter.org/databases/cea-registry
http://ghcearegistry.org/ghcearegistry/
01
Inflation adjustment
02
Adjusting for currency and currency year
03
Discounting
The Problem
$100 in 2000 is not equivalent to $100 in 2020
$100 could buy a lot more in 2000!
The Solution
Important to adjust for the price difference over time, especially when working with cost sources from multiple years
1
Choose Reference Year
Usually the current year of analysis
2
Convert All Costs
Convert to reference year
3
Apply Formula
Use price index ratio
Converting cost in Year X to Year Y (reference year):
\textbf{Cost(Year Y)} = \textbf{Cost(Year X)} \times \frac{\textbf{Price index(Year Y)}}{\textbf{Price index(Year X)}}
Example Problem
Cost of hospitalization for mild stroke in the US was ~$15,000 USD in 2016. Convert to 2020 USD.
Solution:
\textbf{Cost(2020)} = 15,000 \times \frac{112.978}{105.430} = \$16,674 \text{ (2020 USD)}
When Needed
Not required for CEA but may be useful:
How to Convert
Example: 1,000 Philippine Peso to USD
Purpose
Adjust costs at social discount rate to reflect social “rate of time preference”
Reasons
A $ today is NOT worth a $ tomorrow
$100 now
2% net return
$102 next year
The “present value” of $102 next year is $100 today.
Similarly, $100 next year = $98.04 today
Inflation Adjustment
We convert PAST costs to present-day values
Discounting
We convert FUTURE costs to present-day values
Present Value Formula
PV = \frac{FV}{(1+r)^t}
Where:
FV = future value, the nominal cost incurred in the future
r = annual discount rate (analogous to interest rate)
t = number of years in future when cost is incurred
Standard rate: Reasonable consensus around 3% per year (may vary by country guidelines)
Important! Adjust for inflation and currency first, then discount
r = 0.03
PV = FV/(1+r)^t, and we’re at Year 0:
| Year | Formula | Value of $1 |
|---|---|---|
| 0 | $1/1.03^0 | $1 |
| 1 | $1/1.03^1 | $0.97 |
| 2 | $1/1.03^2 | $0.94 |
| 3 | $1/1.03^3 | $0.92 |
What would $1 be in Year 2 be in the PRESENT VALUE of today?
Today, it will be 0.94.
Example Problem
Assume in year 5, a patient develops disease, and there is a treatment cost of $500. What is the present value?
Solution:
PV = \frac{FV}{(1+r)^t} = \frac{500}{(1+0.03)^5} = \$431.30
Key Takeaways
Costs
Next Lecture: Benefits & QALYs