Zulip Chat Archive
Stream: Is there code for X?
Topic: Euclidean space
Tianchen Zhao (Aug 16 2021 at 17:22):
I want to use definitions of Euclidean inner product and Euclidean norm(L2) in ℝ × ℝ
. I saw in analysis.normed_space.pi_Lp there is a nice defintion for Euclidean space that fits my requirement, but is there a way to apply these defs to ℝ × ℝ
rather than euclidean_space ℝ (fin 2)
? Because I already prove many results based on ℝ × ℝ
.
Heather Macbeth (Aug 16 2021 at 17:23):
Nope, not easily. The group proving the formula for the area of a disc had the same problem.
Heather Macbeth (Aug 16 2021 at 17:24):
Last updated: Dec 20 2023 at 11:08 UTC