- #1
Zhalfirin88
- 137
- 0
This isn't a homework question, but I thought it'd still be an appropriate place.
So this is about vector spaces. I know these are sort of abstract spaces but I'd like more explanation on them.
1) [tex] \mathbb{R} [/tex] This is the space of real vectors right, like from real numbers?
2) [tex] \mathbb{P} [/tex] What does this mean that it's a polynomial space? Like the standard basis is {1,t,t2,t3...} but how is [tex] \mathbb{P}_n[/tex] different from [tex] \mathbb{R}^n [/tex]
3) [tex] \mathbb{C} [/tex] My instructor basically showed us this one, but didn't explain it cause we don't use it in our linear algebra class.
Edit: Are there any other majors spaces that I didn't list but are important to know?
So this is about vector spaces. I know these are sort of abstract spaces but I'd like more explanation on them.
1) [tex] \mathbb{R} [/tex] This is the space of real vectors right, like from real numbers?
2) [tex] \mathbb{P} [/tex] What does this mean that it's a polynomial space? Like the standard basis is {1,t,t2,t3...} but how is [tex] \mathbb{P}_n[/tex] different from [tex] \mathbb{R}^n [/tex]
3) [tex] \mathbb{C} [/tex] My instructor basically showed us this one, but didn't explain it cause we don't use it in our linear algebra class.
Edit: Are there any other majors spaces that I didn't list but are important to know?