EPP 2009
HIV epidemic trends in the ART era Generalized epidemics
UNAIDS/WHO Working Group
- n Global HIV/AIDS & STI Surveillance
EPP 2009 HIV epidemic trends in the ART era Generalized epidemics - - PowerPoint PPT Presentation
EPP 2009 HIV epidemic trends in the ART era Generalized epidemics UNAIDS/WHO Working Group on Global HIV/AIDS & STI Surveillance UNAIDS Estimation & Projection Package 2009 Objectives Build models of national epidemics
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10 20 30 40 50 60 70 1980 1985 1990 1995 2000 2005 2010 2015 2020
% HIV+
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Note new larger interface – more data shown, bigger graphs
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Data is entered by sites for each sub-pop For each site give HIV prevalence & sample size
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Enters number
line ART nationally Divides that ART among the sub-populations
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Without ART With ART
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Entrants by “birth” at age 15 Not at-risk population Uninfected at-risk population Infected at-risk population
E - Newly
eligible for ART Death
L1
First-line ART
U
Untreated
L2
Second-line ART Number gated by access slots. All untreated + newly eligible have equal chance Death
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– Default 0.86 (based on review of survival in cohorts [Lewden et al] and lost to FU [Brinkhof et al: 40% mortality overall; 47% mortality at public ART centers in sub-Saharan Africa]) – As countries increase early access, first year survival can increase (up to about .90?)
– Number nationally on 1st line, 2nd line ART + totals
– Prevalence impact depends on treatment numbers – We recognize it may be challenging to gather
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Can enter up to 3 surveys for each sub-pop
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adjusted HIV prevalence correcting for the effect of non- response (per Mishra et al and Marston et al: see hand-out)
automatically calibrate
– Fits to ANC data are adjusted downward – Adjustment based on an average of national survey prevalence to ANC prevalence in countries with national surveys – Urban and rural adjustments are slightly different, on average approximately 0.8 (see Gouws et al, Brown et al, Alkema et al)
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10 20 30 40 50
% HIV+
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10 20 30 40 50 60 70 1980 1985 1990 1995 2000 2005 2010 2015 2020
% HIV+
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10 20 30 40 50 60 70 1980 1985 1990 1995 2000 2005 2010 2015 2020
% HIV+
High weight – fits the data
its values for r, f0, t0 and φ Curves come from random combinations of r, f0, t0 and φ
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Finds some new curves around the best fitting
with highest weight
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An iterative process that may run up to 200 times and generate many 1000s of curve
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The one that fits the data best is chosen as the UA fit
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You get to this when clicking “Assess uncertainty” on the Project page
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Purpose of run What to do with results
Results display
Display controls Advanced
Start, Stop, and Status
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Developed by Adrian Raftery, Leontine Alkema and Le Bao for EPP
– Select a lot of (r, f0, phi and t0) values
– Calculate “goodness” of fit and assign a weight – Likelihood function is used as a weight on the curve – High likelihood means a curve is a good fit and gets a high weight
calculated
– But, resample according to the weight assigned – The curves that fit better get picked more often
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Botswana urban through 2002
Botswana urban through 2003 – future of epidemic tightly constrained
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Senegal urban through 2003 Uncertainty about the future is huge
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Botswana urban surveillance data through 2003
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Botswana urban using only data through 1995 – data still rising
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Botswana urban using only data through 2000 – points starting to level off
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Botswana urban using all data through 2003 – data has leveled off Uncertainty is narrowing as epidemic levels off
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Parameters
curve found in sample Graph with: Surveillance data Unique curves (light gray) Bounds (dashed lines) Best curve (UA fit - red) Mean (blue) Median (black)
UA fit – the curve with best fit to the available data of those sampled
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– Presented by site so you can see site trends
– “best fit” for us
– 95% confidence bounds (95% of curves fall between the dashed lines)
– Year by year, the mean & median of all resampled curves
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“Selected parameter Values”: Shows histogram
the parameters selected among resampled curves
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Source: Adrian Raftery
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– Prev < 1% in 1985 will eliminate these
caution or you can eliminate valid curves
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– Done by giving random values for r, f0, t0 and φ
– We throw fewer of the curves away
– Change median of φ distribution to 0 or -50 or -100 if prevalence declines after peak (from default 100) – Change distribution of t0 to 1970 – 1980 if epidemic known to have started before 1980 (from default 1970-1990)
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Surveys show up in red on the graph before fitting
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After fitting uncertainty bounds are narrower
assumed to be better estimates ANC data is downward scaled
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6 calibration options provided Display shows the result of each option One you choose will be used to change the outcomes on the Results page
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Top row – UN Pop % urban 2nd row – your workset’s % urban Bottom – distribution of population among your sub-pops
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“Output results”
file “*.spt”
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“Show uncertainty”
uncertainty from combining projections
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“ART results”
ART findings for National projection
ART coverage for future projection is
go back to ART data and change inputs.
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“Incidence distribution”
sub-pops contribute to national incidence
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– This is important – DON’T FORGET IT!!! (you’ll lose results)
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– Pushing “Output results” – On that display, pushing “Write Spectrum File” – This generates a *.spt file in the eppout directory
national uncertainty results
– Pushing “Save Spectrum uncertainty file” on the National Uncertainty Results page – This generates a *.spu file in the eppout directory
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10 20 30 40 50
% HIV+
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Incidence in final year
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