Ulla Mattfolk
How come absolutely everybody fails to question the assumption, of mathematics and physics, that a mathematical world would automatically know itself?
Absolutely everybody, including the people mentioned in Robert Kuhn’s A landscape of consciousness: Toward a taxonomy of explanations and implications, fails to question the assumption, of mathematics and physics, that a mathematical world would automatically know itself.
But the equations and other symbols representing relationships, categories (like relative position or mass) and numbers give no hint of a more consequential and entirely different thing, i.e. a knowledge aspect of the world. There is no hint of a more consequential and entirely different thing, i.e. a knowledge aspect of the world.
The problem is that the existence of fundamental-level relationships, categories and numbers DOESN’T imply knowledge of their existence.
The world needs low-level, fundamental-level consciousness because, without it, a mathematical world DOESN’T know itself; without low-level consciousness, a mathematical world DOESN’T know its own relationships, categories, and numbers.
How come nobody questions the idea that a mathematical world would automatically know itself?