Re: Norm ordering

William Elliot wrote:

No. I gave counter example. In fact aren't the usual Euclidean
norm and the max norm for R^2, topologically equivalent norms?

Yes, I know you did (and Jose also). The question has already been
settled. I meant that the statement which I wrote in maths was precise
while the informal description wasn't.

(this is a standard method for creating an order out of a preorder)

Yes, familiar stuff:)

Are there other questions revolving around this topic?
If so, please include the necessary context.

No, problem solved. Thanks.
.