What are the dimension of the input and output spaces involved in this idealization? In the case of a neural network there is no idealization. The network is software, it's a number. It's inputs and outputs are all bounded and can be expressed as a table of bounded tuples.
mewpmewp2|1 year ago
If you wanted to focus on thoughts alone, you might want to skip few layers/systems, to give input directly to whatever causes thoughts to happen.
All particles and their interactions could also be represented as numbers. But it just depends on what level we do this, and at what level what kind of complex logic is required.
clooper|1 year ago
ccozan|1 year ago
Our output ( mechanical and vibrations ) is also fully quantifiable, thus numbers.
One giant lookup table.
clooper|1 year ago