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what you're dancing around is linear independence, which is the idea that two functions can't be described as a function of each other, which also means they ca
by clairity 5y ago
what you're dancing around is linear independence, which is the idea that two functions can't be described as a function of each other, which also means they can be used to specify every other function in the intervening function space. the least number of linearly independent coordinate functions (usually transformed down to unit vectors) is the dimensionality of the system. note that you can have linearly dependent functions/coordinate systems, which this '5d' moniker is akin to.
- chmod775 5y ago> what you're dancing around is linear independence Thanks! That was a "ohhhhhh of course!" moment for me. At least that's more succinct and I don't see a way to cheat it.