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Juan Mateos-Garcia
@JMateosGarcia
Data for Policy 2017 Conference
London
7 September 2017
To Err is Algorithm
Algorithmic fallibility and economic
organisation
Motivation
An explosion of algorithmic decision-making An explosion of algorithmic error
Algorithms will always make mistakes
(Even without bias, manipulation or catastrophic failure)
How do we balance the benefits of more algorithmic decision-making and the costs of more
algorithmic errors? What are some important factors in these situations?
I approach the issue from an economics angle, focusing on 3 questions:
Risk, Supervision and Scale
Literature
"...in an information-rich world, the wealth of information means a
dearth of something else: a scarcity of whatever it is that
information consumes. What information consumes is rather
obvious: it consumes the attention of its recipients. Hence a wealth
of information creates a poverty of attention and a need to allocate
that attention efficiently among the overabundance of information
sources that might consume it" (Simon 1971, pp. 40–41)
• Attention is scarce and decision-making is not perfect
• Organisations invest on technologies that economise on attention:
routines, heuristics and algorithms (see also Agrawal el al, 2017).
• They design organisational structures to manage error (Sah and
Stiglitz, (1984, 1985, 1988) -> This provides the foundation for the
model I sketch in the rest of the talk.
Model #1 (Risk)
We consider an organisation where an algorithm (a1) needs to process informational
inputs, making decisions about their quality.
• The quality of the input pool is represented by α (share of good inputs)
• p11 is the true positive rate and p12 is the false positive rate.
• Accepting a good input creates a benefit r1, accepting a bad input has a cost -r2
Input pool quality α
a1
Rejected Accepted
r1 -r2
(1- α )p12α p11
The expected benefit of a
decision is positive if:
Algorithms operating in high stakes / low
quality environments should be accurate
Model #2 (supervision)
We introduce a human supervisor a2 who validates a share t of the algorithm’s decisions
with a true positive rate p21 and a false positive rate p22. Her cost is C2
Input pool quality α
Accepted
a1 Accepted
r1 -r2
α(1-t) p11
Validated
a1 decision-making
process
Not validated
r1
-r2
(1-α)(1-t) p12
α t p11 p21 (1-α) t p12 p22
The net contribution of the supervisor is
positive if
Supervisors more valuable in high stakes /low-quality input
environments, and if they are not costly or highly productive
!
Model #3 (scale)
We consider what happens when the number of inputs (and decisions) increase. We
assume t stays constant, and that r1, r2 do not change with more decisions.
We assume the organisation’s labour costs are a function of its developer and supervisor
workforces La1 and La2
Inputs (+)
? (-) (+) (+++)
Gains in accuracy vs
increase in variance
CostsBenefits
+ incentives to game the
algorithm
Highly productive
developers (skills
shortage?)
Low productivity
supervisors. Baumol’s
disease?
Eventually diminishing returns set in?
Implications
1. Finding the right algorithm-domain fit
• Domains with different stakes require algorithms with
different accuracies (e.g. recommendation engine vs
criminal justice system)
• Government by algorithm could get expensive if it requires
substantial human supervision
2. On the costs and benefits of human supervision
• Crowdsourcing can reduce supervision costs...but it creates
a new type of algorithmic unfairness.
• Human supervision can help detect & address sudden
declines in performance, specially where costs are harder to
measure or external to the organisation
Conclusion
Extensions
• Consider alternative and more complex organisational designs
• Extend to algorithmic discrimination situations
• Endogeneise quality α to cover games between platforms and bad
actors
• Explore effects of scale on benefits and costs (r1, r2)
Applications
• Operationalise, simulate and experiment
• Make Economics part of “a practical and broadly applicable social-
systems analysis [that] thinks through all the possible effects of AI
systems on all parties [drawing on] philosophy, law, sociology,
anthropology and science-and-technology studies, among other
disciplines” (Calo and Crawford, 2016)
nesta.org.uk
@nesta_uk
juan.mateos-garcia@nesta.org.uk
@jmateosgarcia

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To Err is Algorithm: Algorithmic Fallibility and Economic Organisation

  • 1. Juan Mateos-Garcia @JMateosGarcia Data for Policy 2017 Conference London 7 September 2017 To Err is Algorithm Algorithmic fallibility and economic organisation
  • 2. Motivation An explosion of algorithmic decision-making An explosion of algorithmic error Algorithms will always make mistakes (Even without bias, manipulation or catastrophic failure) How do we balance the benefits of more algorithmic decision-making and the costs of more algorithmic errors? What are some important factors in these situations? I approach the issue from an economics angle, focusing on 3 questions: Risk, Supervision and Scale
  • 3. Literature "...in an information-rich world, the wealth of information means a dearth of something else: a scarcity of whatever it is that information consumes. What information consumes is rather obvious: it consumes the attention of its recipients. Hence a wealth of information creates a poverty of attention and a need to allocate that attention efficiently among the overabundance of information sources that might consume it" (Simon 1971, pp. 40–41) • Attention is scarce and decision-making is not perfect • Organisations invest on technologies that economise on attention: routines, heuristics and algorithms (see also Agrawal el al, 2017). • They design organisational structures to manage error (Sah and Stiglitz, (1984, 1985, 1988) -> This provides the foundation for the model I sketch in the rest of the talk.
  • 4. Model #1 (Risk) We consider an organisation where an algorithm (a1) needs to process informational inputs, making decisions about their quality. • The quality of the input pool is represented by α (share of good inputs) • p11 is the true positive rate and p12 is the false positive rate. • Accepting a good input creates a benefit r1, accepting a bad input has a cost -r2 Input pool quality α a1 Rejected Accepted r1 -r2 (1- α )p12α p11 The expected benefit of a decision is positive if: Algorithms operating in high stakes / low quality environments should be accurate
  • 5. Model #2 (supervision) We introduce a human supervisor a2 who validates a share t of the algorithm’s decisions with a true positive rate p21 and a false positive rate p22. Her cost is C2 Input pool quality α Accepted a1 Accepted r1 -r2 α(1-t) p11 Validated a1 decision-making process Not validated r1 -r2 (1-α)(1-t) p12 α t p11 p21 (1-α) t p12 p22 The net contribution of the supervisor is positive if Supervisors more valuable in high stakes /low-quality input environments, and if they are not costly or highly productive !
  • 6. Model #3 (scale) We consider what happens when the number of inputs (and decisions) increase. We assume t stays constant, and that r1, r2 do not change with more decisions. We assume the organisation’s labour costs are a function of its developer and supervisor workforces La1 and La2 Inputs (+) ? (-) (+) (+++) Gains in accuracy vs increase in variance CostsBenefits + incentives to game the algorithm Highly productive developers (skills shortage?) Low productivity supervisors. Baumol’s disease? Eventually diminishing returns set in?
  • 7. Implications 1. Finding the right algorithm-domain fit • Domains with different stakes require algorithms with different accuracies (e.g. recommendation engine vs criminal justice system) • Government by algorithm could get expensive if it requires substantial human supervision 2. On the costs and benefits of human supervision • Crowdsourcing can reduce supervision costs...but it creates a new type of algorithmic unfairness. • Human supervision can help detect & address sudden declines in performance, specially where costs are harder to measure or external to the organisation
  • 8. Conclusion Extensions • Consider alternative and more complex organisational designs • Extend to algorithmic discrimination situations • Endogeneise quality α to cover games between platforms and bad actors • Explore effects of scale on benefits and costs (r1, r2) Applications • Operationalise, simulate and experiment • Make Economics part of “a practical and broadly applicable social- systems analysis [that] thinks through all the possible effects of AI systems on all parties [drawing on] philosophy, law, sociology, anthropology and science-and-technology studies, among other disciplines” (Calo and Crawford, 2016)