- #1

KungFu

- 9

- 1

- Homework Statement
- problem:

1a) show that a (1,2)-tensor T is a linear function T: ##E^* x E x E ##

(A (1,2)-tensor is a tensor that takes one vector from E and two covectors form the dual space #E^*#

- Relevant Equations
- I need some help on where to start.

I know that a tensor can be seen as a linear function.

I know that the tensor product of three spaces can be seen as a multilinear map satisfying distributivity by addition and associativity in multiplication by a scalar.

I know that the tensor product of three spaces can be seen as a multilinear map satisfying distributivity by addition and associativity in multiplication by a scalar.