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Remembering rules. Math. Blind cosmos… [Against mathematical operations?!]

Children differ substantially in their mathematical abilities. In fact, some children cannot routinely add or subtract, even after extensive schooling. This new paper proposes that Math disability arises from abnormalities in brain areas supporting procedural memory. Procedural memory is a learning and memory system that is crucial for the automation of non-conscious skills, such as driving or grammar. (1)

We learn rules.

We then learn math based on rules which we memorize.

Failure to do so makes us “bad” at math. And yet why should that be a problem? Why should we “learn rules” and memorize them? Why should we interpret or measure the cosmos based on these rules?

In a world where everything is One and non-dividable we try to learn the rules of division. In a world made out of oblivion, we try to base our civilization on remembering…

How can 1+1 even have meaning,

when One is clearly defined?




This post first appeared on Harmonia Philosophica | Philosophy Portal Against, please read the originial post: here

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Remembering rules. Math. Blind cosmos… [Against mathematical operations?!]

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