No, because the norm of a non-zero function can be 0. Equivalence classes!
no
I guess no(
No. f(x) = 0 for 0<x<=1, f(0) = 1 also has norm 0.
probably no?
What is the intuition behind the definition of L2 norm?
What is this L2 norm calculation often used for?
Why would we need to know the magnitude of a function?
No
Any examples of the application of L^2 norm in CG?
No, because the norm of a non-zero function can be 0. Equivalence classes!
no
I guess no(
No. f(x) = 0 for 0<x<=1, f(0) = 1 also has norm 0.
probably no?
What is the intuition behind the definition of L2 norm?
What is this L2 norm calculation often used for?
Why would we need to know the magnitude of a function?
no
No
Any examples of the application of L^2 norm in CG?
No