- physics) Row and
column vectors,
single row or
column matrices Vector quantity Vector space Vector field, a
vector for each
point Vector (molecular biology)...
-
qualify Euclidean vectors as an
example of the more
generalized concept of
vectors defined simply as
elements of a
vector space.
Vectors play an important...
-
qualify Euclidean vectors as an
example of the more
generalized concept of
vectors defined simply as
elements of a
vector space.
Vectors play an important...
-
between two non-zero
vectors defined in an
inner product space.
Cosine similarity is the
cosine of the
angle between the
vectors; that is, it is the dot...
-
theory of
vector spaces, a set of
vectors is said to be
linearly independent if
there exists no
nontrivial linear combination of the
vectors that equals...
- rotates, stretches, or
shears the
vectors upon
which it acts. A
linear transformation's
eigenvectors are
those vectors that are only
stretched or shrunk...
- algebra,
vector calculus implicitly identifies k-
vector fields with
vector fields or
scalar functions: 0-
vectors and 3-
vectors with scalars, 1-
vectors and...
- this
vector space consists of the two
vectors e1 = (1, 0) and e2 = (0, 1).
These vectors form a
basis (called the
standard basis)
because any
vector v =...
- of a
vector space, and
every vector in the
space may be
written as a
linear combination form of unit
vectors. Unit
vectors may be used to
represent the...
-
pathogen vectors with mosquitoes, flies, sand flies, lice, fleas, ticks, and
mites transmitting a huge
number of pathogens. Many such
vectors are haematophagous...
