Zulip Chat Archive
Stream: Is there code for X?
Topic: dot_product as inner_product_space
Alexander Bentkamp (May 15 2022 at 20:39):
Is there an instance to make m → α
an inner_product_space
via matrix.dot_product
? I could imagine that such an instance might trigger some type class issues?
Yaël Dillies (May 15 2022 at 20:39):
docs#pi_Lp.inner_product_space ?
Alexander Bentkamp (May 15 2022 at 20:41):
Oh, great, thanks!
Eric Wieser (May 15 2022 at 20:42):
Or docs#lp.inner_product_space if you have an infinite m
Alexander Bentkamp (May 15 2022 at 20:45):
Also good to know, but I think the finite version will be enough for me.
Last updated: Dec 20 2023 at 11:08 UTC