Up until mid-2016, citizen science uploads to the Atlas of Living Australia (ALA) included c. 400 bug species, and c. 1,000 beetle species. Given the short time period (c. 3 years) over which most of these records have accumulated, this represents a considerable reporting effort. The key question from a plant biosecurity context is how this level of reporting translates to the detection and reporting of
exotic insect pests in the event of an incursion.
Session 6: Citizen science to surveillance: Estimating reporting probabilities of exotic insect pests
1. biosecurity built on science
Project 1029 Citizen science to
surveillance: Estimating reporting
probabilities of exotic insect pests
Peter Caley, Marijke Welvaert & Simon Barry
CSIRO
Plant Biosecurity Cooperative Research Centre
2. biosecurity built on science
Problem being addressed
Project aim – To clarify how data collected through
citizen science activities have the potential to be useful
to biosecurity surveillance …
Specific talk objective – What biosecurity surveillance
information is contained within the ‘unstructured’
data streams
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Control and intention within data streams
Structured
citizen
science
Unstructured
citizen
science
Crowd
sourcing
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Example: Bowerbird sighting & identification
• Reported April
2014
• Identified Nov.
2015
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Bowerbird record: Amarusa australis
• Black spittlebug
in same family
as the glassy-
winged sharp
shooter
(GWSS)
• Two citizen
sightings
uploaded to
ALA as of 30-
06-2016
• Relevance to
GWSS
reporting?
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Methods
Case-control experimental design
- Cases = citizen species observations uploaded
thru Atlas of Living Australia (ALA) portal up until
30 June 2016.
- Controls = weighted (by no. obs) sample of
species within ALA not reported by citizens up
until 30 June 2016.
- Coleoptera & Hemiptera only considered
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Features (covariates)
Size (mm)
Colour (0—4)
Pattern (0—4)
Morphology (0—4)
Range size (km2 – all ALA records)
Observer density (all CS reports for orders)
Pest status (naïve)
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Analysis
)(
...
Sampled)Covariates|eportedPr(logit
321
*
0
Featureslp
xPatternColourSize
R
nn
Logistic regression
Predicting requires explicit formulation that accounts
for proportion of ‘cases’ sampled (P1) and ‘controls’
sampled (P0)
0
1
0
1
log)(exp1
log)(exp
Features)|dPr(Reporte
P
P
Featureslp
P
P
Featureslp
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Factors influencing reporting probability
Feature Odds ratio 95% C.I.
Order 1.9 (Beetles) 1.0 – 3.7
Size 1.1 (per mm) 1.06 – 1.14
Colour 1.9 (per unit score) 1.3 – 2.7
Pattern 4.0 (per unit score) 2.6 – 6.3
Morphology 2.1 (per unit score) 1.5 – 3.0
Range 1.001 (per km2) 0.999 – 1.002
Pest 21.9 7.9 – 60.1
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Inferred reporting probs. for High Priority Pests
Using ‘old’ Plant Health Australia cross-
sectorial HPP species list
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Lychee longicorn beetle (Aristobia testudo)
Source: www.yellowman.cn
• Large (c.35 mm)
• Colourful
• Patterned
• Interesting
morphology
• Predicted 2-year
(Reported
sighting) = 0.99
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Colorado potato beetle (Leptinotarsa decemlineata)
Source: United States Department of Agriculture
• Moderate size
(c.10 mm)
• Colourful
• Racing stripes
• Predicted 2-year
P(Upload) = 0.98
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Glassy winged sharp shooter (Homalodisca vitripennis)
Source: Don Pace
• Moderate size
(c.12 mm)
• Colourful
• Some pattern
• 2-year predicted
P(Upload) = 0.83
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Asian citrus psyllid (Diaphorina citri)
• Small size (c. 2
mm)
• Little colour
• Little pattern
• 2-year
predicted
P(Upload) =
0.22
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Russian wheat aphid (Diuraphis noxia)
Source: Frank Peairs, Colorado State University,
Bugwood.org
• Small (c.3 mm)
• Plain
• Boring
• Predicted
P(Upload) = 0.04
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Conclusions
Physical features drive reporting probabilities
within unstructured citizen science data streams.
Reporting probabilities for exotic HPPs can be
inferred
- relative probabilities most robust
- absolute probabilities less clear
Can identify for which species unstructured
citizen science reporting probability is insufficient
17. biosecurity built on science
Thank you
For more information, please email
peter.caley@csiro.au | simon.barry@csiro.au
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Logistic regression
nn xx
P
P
Y
Y
...log
)Covariates|1Pr(1
)Covariates|1Pr(
log 110
1
0
We often don’t know P0 and P1, and besides, the
estimates of Odds Ratios (= exp(’s)) stay the same:
nn xx
...
sampledCovariates|1Pr(Y1
sampled)Covariates|1Pr(Y
log 11
*
0
However, we can no longer estimate Pr(Y=1 | Covariates)
– sometimes we want to (e.g. screening models)
Explicit formulation that accounts for proportion of
cases sampled (P1) and controls sampled (P0)
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0
1
0
1
log)(exp1
log)(exp
Features)|asePr(
P
P
Featureslp
P
P
Featureslp
C
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Talk outline
Problem being addressed
Quantifying factors influencing citizen
reporting of endemic insect species
Application to High Priority Pests
Conclusions