Physics Lournal
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Part of
Vector Space
∀
\forall
∀
is read as "For all".
Referenced in
Quantum Information Theory
An inner product on a vector space (defined over the
field
of complex numbers), is a function that relates a pair of vectors
∣
u
⟩
,
∣
v
⟩
∈
V
|u\rangle, |v\rangle \in V
∣
u
⟩
,
∣
v
⟩
∈
V
with a complex number
⟨
u
∣
v
⟩
\langle u|v\rangle
⟨
u
∣
v
⟩
, such that the following axioms are satisfied:
Vector Space