Cost-effectiveness modelling for TB interventions
Gabriela B Gomez, Associate Professor in economics of infectious diseases An Introduction to tuberculosis modelling post-graduate course TB Union Conference, October 2018, The Hague
Cost-effectiveness modelling for TB interventions Gabriela B Gomez, - - PowerPoint PPT Presentation
Cost-effectiveness modelling for TB interventions Gabriela B Gomez, Associate Professor in economics of infectious diseases An Introduction to tuberculosis modelling post-graduate course TB Union Conference, October 2018, The Hague Conflict
Gabriela B Gomez, Associate Professor in economics of infectious diseases An Introduction to tuberculosis modelling post-graduate course TB Union Conference, October 2018, The Hague
q I have no, real or perceived, direct or indirect conflicts of interest that relate to this presentation. q I have the following, real or perceived direct or indirect conflicts of interest that relate to this presentation:
Affiliation / financial interest Nature of conflict / commercial company name Tobacco-industry and tobacco corporate affiliate related conflict of interest Grants/research support (to myself, my institution or department): Honoraria or consultation fees: Participation in a company sponsored bureau: Stock shareholder: Spouse/partner – conflict of interest (as above): Other support or other potential conflict of interest:
This event is accredited for CME credits by EBAP and speakers are required to disclose their potential conflict of interest going back 3 years prior to this presentation. The intent of this disclosure is not to prevent a speaker with a conflict of interest (any significant financial relationship a speaker has with manufacturers or providers of any commercial products or services relevant to the talk) from making a presentation, but rather to provide listeners with information on which they can make their own judgment. It remains for audience members to determine whether the speaker’s interests or relationships may influence the presentation. Drug
X
compare the costs and consequences of alternative interventions
Drummond et al. (2005)
Choice Programme A Programme B
Consequences A Consequences B Costs A Costs B
choices about how to use them:
are they being used in a way that maximises good health?
demonstrate to others that resources are being used well
(costs)
(utilities)
making
(costs)
(utilities)
making
alternatives?
Q: You are your country’s Minister of Finance. The TB programme sends you a request for additional funding for Xpert and EPI sends a proposal for adding a second dose of measles vaccination to the U5 immunisation schedule. Of course there isn’t enough money to do both but they both sound worthwhile… What aspects of the problem would you consider to make a decision?
Impact of health problems Resources needed for intervention
Impact of health problems Resources needed for intervention
problem
problem
pharmaceuticals
communication
(costs)
(utilities)
making
Direct
Programme
Recurrent/Variable
Utilities, Admin, Travel, Other
Capital/Fixed
Furniture, Once-off training
admission, drugs)
Patient
Community wide loss of production
Q: The following slide shows an image from a lab What resource items in the picture should be added up and valued to calculate the cost per test? And what resources are not in the picture but are still necessary to deliver the intervention?
(costs)
(utilities)
making
Q: Case-finding, early diagnosis and linkage to treatment can prevent morbidity and deaths from TB. The question is how do we measure and value the benefits of avoiding these negative
How do you measure the impact of the death from TB of a mother of three, who was the only school teacher in the village?
How do you measure the impact of the death from TB of a mother
can no longer be afforded
Utility weights derived through direct elicitation or indirectly from general population surveys (e.g. EQ-5D) and then applied to different conditions Example: Treatment A extends life by 10 years in perfect health: QALYs=10*1=10 Treatment B extends life by 10 years in a state with 0.5 utility QALYs=10*0.5=5
people with one year living confined to bed?
with a 20% risk of death?
life?
100 X
and years of life lost due to time lived in health states less than ideal health/disability (YLDs)
and a defined ideal for health achievement
them
Health state 1
5
10 15 20 25 30 35 40 45 50 55 60
Age (years)
100% of life (no health problems)
Health state 1
5
10 15 20 25 30 35 40 45 50 55 60
Age (years) 1-dw
t years
Disease d with weight dw that last for t years
Health state 1
5
10 15 20 25 30 35 40 45 50 55 60
Age (years) 1-dw
t years
YLD
YLL=0 so far
DALYS = N*dw * t
Health state 1
5
10 15 20 25 30 35 40 45 50 55 60
Age (years) 1-dw
t years
YLD
YLL=0 so far
DALYS = N*dw * t
Early death at 45 years
Health state 1
5
10 15 20 25 30 35 40 45 50 55 60
Age (years) 1-dw
t years
YLD
Early death at 45 years
DALYS=(I*dw*t) + (N* (61-45))
YLL
(costs)
(utilities)
decision making
– Cost and effects measured as part of trial – all costs and effects fall on the participants of
the trial within the time frame of the trial
– Use of cohort models to project long-term costs and effects
– Use of transmission models
– Use of health systems models
– Complexity vs comprehensiveness
!"#$% &"'# "( )*#+,-+*#)"* . !"#$% )/0$&# "( )*#+,-+*#)"* . !"#$% &"'# "( )*#+,-+*#)"* 1 !"#$% )/0$&# "( )*#+,-+*#)"* 1
(!"#$% &"'# "( )*#+,-+*#)"* . − !"#$% &"'# "( )*#+,-+*#)"* 1) (!"#$% )/0$&# "( )*#+,-+*#)"* . − !"#$% )/0$&# "( )*#+,-+*#)"* 1)
New treatment more expensive New treatment less expensive New treatment more effective New treatment less effective
Probability the intervention is cost-effective Willingness to pay per DALY averted US$ A B $3000 per DALY $2,000 per DALY
Alternatives
Other values
clear about each decision and uncertainty