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by
Ciro Santilli
(@cirosantilli,
32
)
A linear map is a (1,1) tensor
A linear map
A
can be seen as a (1,1)
tensor
because:
T
(
w
,
v
∗
)
=
v
∗
A
w
(1)
is a number,
v
∗
. is a
dual vector
, and
W
is a
vector
. Furthermoe,
T
is linear in both
v
∗
and
w
. All of this makes
T
fullfill the definition of a (1,1) tensor.
Ancestors
Tensor
Linear algebra
Algebra
Area of mathematics
Mathematics
Index
Incoming links
Tensor
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