- to the
order of the factors)
factorization into
prime numbers,
which are
those integers which cannot be
further factorized into the
product of integers...
-
Unsolved problem in
computer science: Can
integer factorization be
solved in
polynomial time on a
classical computer? (more
unsolved problems in computer...
- eigenvectors. Only
diagonalizable matrices can be
factorized in this way. When the
matrix being factorized is a
normal or real
symmetric matrix, the decomposition...
- An RRQR
factorization or rank-revealing QR
factorization is a
matrix decomposition algorithm based on the QR
factorization which can be used to determine...
- In
linear algebra, a QR decomposition, also
known as a QR
factorization or QU
factorization, is a
decomposition of a
matrix A into a
product A = QR of...
-
fundamental theorem of arithmetic, also
called the
unique factorization theorem and
prime factorization theorem,
states that
every integer greater than 1 can...
- and
particularly in the
field of
complex analysis, the Weierstr****
factorization theorem ****erts that
every entire function can be
represented as a (possibly...
-
Stein factorization,
introduced by Karl Stein (1956) for the case of
complex spaces,
states that a
proper morphism of
schemes can be
factorized as a composition...
- In
number theory, an
aurifeuillean factorization,
named after Léon-François-Antoine Aurifeuille, is
factorization of
certain integer values of the cyclotomic...
-
compared to just 18 in the
factorized version. Thus, the 5×5
convolution is
strictly more
powerful than the
factorized version. However, this power...
