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The Brains blog has been a leading forum for research in the philosophy and science of mind since about 2005 with thousands of blog posts and many videos drawing thousands of monthly visitors and viewers. Now you can listen! Subscribe to get our latest audio output!
Inquiry under bounds (Part 4: Justifying the account)
The Brains Pod
1 year ago
Inquiry under bounds (Part 4: Justifying the account)
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1. Introduction
Yesterday’s post developed a reason-responsive consequentialist theory of rational inquiry for bounded agents. Today’s post gives three arguments for that view.
2. The argument from minimal criteria
A good theory of bounded rationality should satisfy at least three minimal criteria.
First, it should be tradeoff-sensitive. Bounded agents have limited resources that must be traded off within and between inquiries and other activities. We cannot ignore tradeoffs, so a good theory should tell us how to make them.
Second, it should be stakes-sensitive. For example, it should say that ceteris paribus, it is better to think quickly about less important matters and slowly about more important matters.
Third, it should explain the irrationality of many instances of stereotyping, despite a highly uncomfortable relationship between stereotypes and seemingly rational heuristics. I won’t defend an agent who concludes that a woman in a boardroom is a secretary, though I might defend an agent who concludes that a tree in my home town is a pine.
I argue that the reason-responsive consequentialist view is our best hope for satisfying the minimal criteria. Consequentialists give precise and explanatory accounts of stakes and tradeoffs, and account for the irrationality of stereotyping by citing the magnitude of risked harms.
3. The explanatory argument
Consequentialists have a consequentializing program. We want to develop detailed, plausible, and explanatorily powerful accounts of normative data that other approaches struggle to accommodate. The explanatory argument for consequentialism takes these explanatory successes as evidence for a consequentialist approach.
In particular, I consider three data:
Norms of clutter avoidance say that agents are rationally required to avoid forming junk beliefs and to do what they can to purge existing junk beliefs from long-term memory. I show how my view recovers all three classic arguments for clutter avoidance made by Gilbert Harman: agents need to avoid (a) wasting effort, and (b) overwhelming limited storage and (c) retrieval capacities in memory.
Norms of friendship hold that agents are rationally required to show some partiality in thinking about friends. I argue that this is best treated as a datum about inquiry rather than belief, and show how a consequentialist approach gives a more moderate account of duties of friendship in inquiry than some competing approaches.
Norms of logical non-omniscience say that agents are rationally required to have some degree of logical omniscience, but not perfect logical omniscience. Most theorists have struggled to give precise and plausible accounts of the degree of logical omniscience that is required. I draw on existing discussions of bounded rationality in the context of chess, a game which is logically trivial but computationally intractable, to show how a consequentialist account can give precise and plausible constraints on the degree of logical omniscience that is required.
4. The vindicatory argument
We saw in Part 2 of this series that theories of bounded rationality are vindicatory, showing how many seeming irrationalities are nothing of the sort. A good theory of bounded rationality should be able to deliver vindicatory explanations that others cannot. I focus on two case studies.
The first is anchoring and adjustment. If I ask you to name the date of George Washington’s birth, you might anchor on a salient value (say,
The Brains Pod
The Brains blog has been a leading forum for research in the philosophy and science of mind since about 2005 with thousands of blog posts and many videos drawing thousands of monthly visitors and viewers. Now you can listen! Subscribe to get our latest audio output!