dual
dual space
inner product space
eigenplane
basis
self-dual
linear subspace
Euclidean space
bialgebra
smash product
scalar function
vector
Krein-Milman theorem
complex line
column space
vector product
linear space
cross product
outer product
row space
linear span
triality
three-space
linear transformation
linear sum
blade
Grassmannian
bifundamental
left nullspace
flag
Kronecker product
vector algebra
Minkowski space
functional
norming
n-dimensional space
algebra over a field
antilinear
Chebyshev distance
nullspace
eigenbasis
orthogonal complement
functional analysis
normed vector space
affinely independent
multivectorial
connex
eigenbrane
exterior product
topological vector space
biorthogonal
Grassmann algebra
flat space
vectorwise
zero vector
Lp space
bilinear form
multilinear form
associative algebra
solid torus
orthogonal
dimension
subbundle
retraction
bornology
Solèr's theorem
orthonormalization
tensor
polyconvexity
sequential continuity
vectorlike
phase space
phase plane
linear algebra
vectoriality
real vector space
subtensor
two-norm
bitensor
j
norm
vector sum
duotensor
multivariate
quantum field
polytorus
decomposition
hyperlinear
resultant
vector decomposition
kernel
ket
Banach space
product topology
cross

English words for 'Of a vector in an inner product space, the linear functional corresponding to taking the inner product with that vector. The set of all duals is a vector space called the dual space.'

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