Hayek on Education and Local Knowledge

A room full of very smart people cannot write a plan that already knows what every child needs. They might understand mathematics extremely well and still know nothing about the word your kid misunderstood yesterday, the question they keep asking, or the project they suddenly want to build. That information exists somewhere else. The problem is not that the planners failed to think hard enough. It is that knowledge about a particular person cannot be supplied in advance by expertise about people in general.

I read Hayek while homeschooling at sixteen, and his argument made sense of a problem I could see around me. In The Use of Knowledge in Society, he distinguishes general knowledge from knowledge of particular circumstances dispersed among individuals. His subject is economic coordination. The educational application is my argument: a course designer can know the subject while the learner and parent know something indispensable about this encounter with it.

Suppose a child insists that one eighth is larger than one sixth because eight is larger than six. A report saying they are below the expected level in fractions loses the important detail. The child is applying a perfectly sensible rule for whole numbers to a different relationship. Divide two equal strips into six and eight pieces, compare one piece from each, and the source of the confusion becomes visible. More pieces make each piece smaller when the whole stays the same.

Reporting can lose this information even when it preserves the result perfectly. A score travels easily because every wrong answer can be counted in the same way; the child's reason is harder to carry because it requires somebody to listen and interpret. A central process can know more totals while knowing less about the next useful response. If the person who heard the reasoning lacks authority to change the instruction, the system has separated discovery from action at the point where they needed to meet.

An ambition presents the same problem. A fascination with architecture is knowledge about a direction in which this student may be willing to do difficult work, but nobody writing last year's standard sequence could have known when it would appear. Someone close to the discovery needs authority to pursue it. That connection between individual potential and educational freedom is essential: asking the family what makes the learner different accomplishes very little if every consequential choice has already been made elsewhere.

This does not make subject expertise unnecessary. The parent still needs an accurate explanation of fractions, and the child still needs to learn the relationship. A common expectation that students understand fractions cannot, by itself, choose the useful next explanation for this learner. Those are different jobs. I want expert knowledge available to the family without requiring the family to surrender every local decision to the producer of the resource.

There is no objection here to producing an excellent explanation once and making it available to thousands of families. That is useful scale. The mistake is assuming those families must all need the explanation at the same moment, in the same form, followed by the same task. I want our tools to make expert knowledge easier to obtain while keeping decisions responsive to the learner. The subject can be shared widely without making the people learning it interchangeable.

Ask one concrete question of any supposedly personal education: what can change when we learn something new about this child? If the answer is merely the score on a dashboard, the useful knowledge is stranded. Let a misunderstanding change the explanation, readiness change the challenge, and a serious interest change the direction. Homeschooling gives the people closest to those discoveries room to act, which is exactly where a centrally prescribed plan runs out of information.