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TRANSCRIPT
Model predictions and observation:
A Cogni(vely Realis(c Model of Decision Making in Ocean Ecology Philipp Koralus, Jens Koed Madsen, Ernesto Carrella, Richard Bailey
Introduction Simulating aggregate behaviours
Some future work
The erotetic theory of reasoning
Learning: Rather than conceptualising spots via catch-rate, we implement fishermen “folk ecology”, in a heat map-like updating system.
Communication and reliability updating: In the rare case of communication, fishers can learn from each other and update reliability given subsequent success/failure of the advice.
Policy-optimisation: Machine learning that may uncover optimal policy packages to stimulate desired behaviour.
University of Oxford
Select References
The Erote)c Theory (Koralus and Mascarenhas 2013; 2016) We reason through upda)ng a mental model of ques)ons and facts
Key idea: we try to take successive premises as strongest possible answers -‐ Our ques)ons tend to envisage insufficient alterna)ves, leading us to take ques)ons as seKled when we are not in a posi)on to seKle them -‐ Predicted new systema)c fallacies (Koralus &Mascarenhas 2016, Mascarenhas and Koralus 2016). -‐ If we raise enough ques)ons as we reason, we get classical soundness and completeness
Erote)c theory naturally covers decision-‐making (Koralus, under review)
-‐ Use opera)ons from Koralus and Mascarenhas (2013; 2016), but input decision ques)ons and prac)cal reasons. -‐ Can model both successes (classically ra)onal choice) and failures (framing effects, choice inconsistencies)
The erotetic fisherDaily ques)on
Where do I fish? = {xy1, xy2, …, xyn} Priori)es sequen)ally treated as answers
Avoid places that had unacceptable profit in past. Somewhere legal for me. Somewhere known to have acceptable profit in past. Somewhere randomly picked.
Profit: (Cash inflow) – (running costs) – (what your quota would have sold for),
Acceptable profit Profit above some threshold that’s a func)on of what the average par)cipant in the fleet makes.
Generates aggregate behaviours known in fisheries if we add these erotetic agents on top of a simulation of the underlying ecology.
There are known aggregate behaviours that occur in fisheries. These frequently occur in responses to policy or environment interventions. In order to test model simulations in the initial phase of the project, we replicate these aggregate behaviours without hard-wiring any response patterns in the agents.
Favoured spot: Fishers tend to have favorite spots they keep returning to, un)l depleted not acceptably profitable anymore
Fishing front: Fishers tend to fish as close to port as possible to save fuel, )me, and effort. This generates a fishing front from port
Responding to fishing quotas: focus on species with high individual quota.
Fishing the line: When a Marine Protected Area (MPA) is installed, fishers are known to fish along its line to catch spill-‐over of the spawn of the target species from within the MPA.
Compliance (conjecture): Compliance breakdown once none of the legal spots are acceptably profitable anymore (in subsistence fisheries). We show this with an extreme MPA.
Agent-Based ModellingABMs: Agent-Based Models describe behavioural patterns at a population rather than an individual level. ABMs may yield aggregate behavioural patterns that are non-predictable by algorithmic analyses of each individual in isolation (they are computationally intractable).
Advantages of erotetic theory-based model:
-More intelligible than classical economic models to the agents themselves whose industry might be regulated on basis of model (buy-in)-Avoids empirically false assumptions of existing “Explore-exploit-imitate” models.-Fully integrated with a theory of reasoning.-Can allow for both rational and irrational agents.
• Koralus, P., and Mascarenhas, S. (2013). The erote)c theory of reasoning: bridges between formal seman)cs and the psychology of deduc)ve inference. Philosophical Perspec2ves, 27, 312–365.
• Mascarenhas, S. and Koralus, P. (2016). Illusory inferences with q u an)fie r s . Th i n k i n g a nd R ea s on i n g , hKp : / / d x . do i . o r g /10.1080/13546783.2016.1167125