If we let U and V be vector spaces of dimension n and m over K, and let (U,V) be the vector space over K of all linear maps from U to V. What is the dimension and a basis of (U,V)
If we let U and V be vector spaces of dimension n and m over K, and let (U,V) be the vector space over K of all linear maps from U to V. What is the dimension and a basis of (U,V)
Hint: choose basis of resp., and take a look at the linear