Its really interesting to think of functions as vectors. It seemed confusing at first but after realizing that all the properties of vectors can be applied to functions, it seems really convenient to think of functions as vectors.
hubbahubba
I guess decomposing functions into more functions is like decomposing vectors. I wonder how we judge the rank of a function!
clam
While IBVS/functional analysis comes up a lot in signal processing, I wonder how much it comes up in graphics proper. I feel like the largest uses I'm familiar with (i.e. using Fourier basis/DCT for image compression, audio compression) aren't too applicable to graphics since you have almost as much bandwidth as you want going from computer->monitor.
Its really interesting to think of functions as vectors. It seemed confusing at first but after realizing that all the properties of vectors can be applied to functions, it seems really convenient to think of functions as vectors.
I guess decomposing functions into more functions is like decomposing vectors. I wonder how we judge the rank of a function!
While IBVS/functional analysis comes up a lot in signal processing, I wonder how much it comes up in graphics proper. I feel like the largest uses I'm familiar with (i.e. using Fourier basis/DCT for image compression, audio compression) aren't too applicable to graphics since you have almost as much bandwidth as you want going from computer->monitor.