Hello!
I know that if U and V are vector spaces over a field F then dim L(U,V) dimU dimV. I am looking for an example where both U and V are infinite-dimensional vector spaces such that dim L(U,V)< dim U dimV.
Thanks in advance!
Hello!
I know that if U and V are vector spaces over a field F then dim L(U,V) dimU dimV. I am looking for an example where both U and V are infinite-dimensional vector spaces such that dim L(U,V)< dim U dimV.
Thanks in advance!