CostEffectiveness of health programs Nov. 16, 2000

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CostEffectiveness of health programs Nov. 16, 2000

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Heller School, Room 122A, Mail Stop 035. Brandeis University. Waltham, MA 02454-9110. Tel: 781-736-3975 Fax: 781-736-3965 ... Ancestor of cost-effectiveness ... – PowerPoint PPT presentation

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Title: CostEffectiveness of health programs Nov. 16, 2000


1
Cost-Effectiveness of health programsNov. 16,
2000
Presented by   Donald S. Shepard, Ph.D. Schneider
Institute for Health Policy Heller School, Room
122A, Mail Stop 035 Brandeis University Waltham,
MA 02454-9110 Tel 781-736-3975 Fax
781-736-3965
Web http//ihp.brandeis.edu/shepard E-mail
Shepard_at_Brandeis.edu   Brandeis University Nov.
16, 2000
2
Practical information
  • Teaching assistant
  • Jsuaya_at_Brandeis.edu
  • Administrative assistant
  • Linda Purrini, Next to library in Heller
  • 781-736-3930
  • Purrini_at_Brandeis.edu
  • Cost of packet 4.50

3
Cost minimization
  • Ancestor of cost-effectiveness
  • Goal find the least expensive approach to
    generating the same output.
  • Illustrated by the refrigerator costing exercise,
    in which you attempt to minimize the cost of
    keeping vaccines refrigerated.

4
Measuring effectiveness
  • Two fundamental policy issues in debating policy
  • Prediction what will happen
  • Valuation an appropriate measure of output
  • Zeckhauser and Shepard (1976) article discusses
    these issues.

5
Von Neumann Morgenstern Utility 1
  • Suppose we have a good outcome which has a
    utility of 1 (e.g. living year in perfect health)
  • Bad outcome has a utility of 0 (e.g. dying at the
    start of the year)
  • Intermediate outcome (I) has utility of x (e.g.
    living with a health limitation), x u(I)

6
Von Neumann Morgenstern Utility 2
  • Suppose I is indifferent between probability p of
    good outcome, and 1-p of bad outcome
  • The utility is von Neumann-Morgernstern if x
    equals p.

7
Ways of assessing utilities
  • Probability approach breakeven probability
  • Time tradeoff - breakeven time

8
Time tradeoff
  • Time tradeoff - find the breakeven time
  • Suppose we were to live 10 years with an impaired
    state, I
  • Instead, we could live Y years with perfect
    health.
  • Suppose the the value y would make us just
    indifferent.
  • Then the utility of I is y / 10.
  • E.g., if y is 7, then the utility is 7/10 0.70.

9
Burden of disease
10
Assessing utilities in the conservation sector
  • Identify most important attributes, i.e.,
  • Assessing awareness about conservation issues
  • Assessing behavior of villagers around
    conservation
  • Develop a way of measuring each
  • Examine the tradeoffs between them

11
Assessing awareness aboutconservation issues
  • Interview a sample of villagers, with a
    questionnaire, e.g. Can you identify a
    particular endangered species
  • Is it good or bad to cut large trees for
    firewood?
  • How can we prevent the cutting of trees?
  • Scale identify 5 domains about conservation
    practices, and topics within those domains.
    Perfect score is a correct answer for all items
  • Worst wrong score on all items. 100 questions
    (score 0 to 100).

12
Assessing behavior of villagers around
conservation


  • Surveying villagers about their self reported
    behavior
  • How many trees were planted during the past year
  • Observe the number of seedlings
  • Forest protecting behaviors
  • Scale worst clear all trees in the area
    density is 0
  • No harm cut no trees.
  • Best Raise the density of trees up to 2.5 meter
    spacing in square pattern
  • Best brings density up to 1600 trees in 100 m x
    100 m.
  • Tree scale proportion of the maximum possible of
    1600

13
Discounting of health impacts
  • Impacts in future years should be discounted,
    just as money is discounted
  • Discounting arises due to time preference
  • We are anxious to get good things soon.
  • If we have to wait, them good is less highly
    valued now.

14
Discount factors
15
Graph of discount factors
16
Table of DALYs
17
DALYs
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