> All norms on finite-dimensional vector spaces are equivalent
How are you going to tell me that an L1 norm is equivalent to an L2 norm, for example?
How are you going to tell me that an L1 norm is equivalent to an L2 norm, for example?
In the end it doesn’t whether we go to infinity in one norm or the other.
Note that I am talking about finite dimensions, so I guess you didn’t mean the L^p norms or \ell^p for integrable functions or sequences but the finite-dimensional p-norms.