Describe the zero vector of the vector space:
c(infinity, -infinity)

Question

Describe the zero vector of the vector space:
c(infinity, -infinity)

amistre64 · Answer

i know what a zero vector is, but the rest of it im at a loss for

amistre64 · Answer

what is c(inf,-inf)  represent?

anonymous · Answer

C(infinity, -infinity) I think is referring to any continous function

anonymous · Answer

Whoops it is c(-infinity, infinity)

amistre64 · Answer

is that the number line?  maybe?

amistre64 · Answer

i got nothing :/

amistre64 · Answer

which class?

anonymous · Answer

umm sorry i am back This is linear algebra

anonymous · Answer

I think it is describing the function

cristiann · Answer

C(-infinity, infinity) may stand for the set of all continuous functions, defined over R: 
f:R->R, f continuous on R
This set is a vector space (as the sum of two continuous functions is a continuous function and a continuous function multiplied by a real constant is a continuous function)
The null vector of this space is the null function (which is continuous), that is:
f:R->R, f(x)=0 for each x.