- for
computing (complete)
factorizations within the ring of
polynomials with
rational number coefficients (see
factorization of polynomials). A commutative...
-
factorization Bach's
algorithm for
generating random numbers with
their factorizations Canonical representation of a
positive integer Factorization Multiplicative...
-
September 2014. Hong, Y.P.; C.-T. Pan (January 1992). "Rank-Revealing QR
Factorizations and the
Singular Value Decomposition".
Mathematics of Com****tion. 58...
- & Reed (1997). West. Wallis, W. D. (1997), "16.
Perfect Factorizations", One-
factorizations,
Mathematics and Its Applications, vol. 390 (1 ed.), Springer...
- to our
factorizations of n, we may
cancel these two
factors to
conclude that p2 ... pj = q2 ... qk. We now have two
distinct prime factorizations of some...
-
Aurifeuillean Factorizations,
Numericana Gaussian Mersenne, the
Prime Pages glossary Aurifeuillean Factorisation,
Colin Barker Aurifeuillean Factorizations, Gérard...
- non-negative
matrix factorizations was
performed by a
Finnish group of
researchers in the 1990s
under the name
positive matrix factorization. It
became more...
- A=B^{*}B=BB} .
There exist analogues of the SVD, QR, LU and
Cholesky factorizations for
quasimatrices and
cmatrices or
continuous matrices. A ‘quasimatrix’...
-
element XY
equals the
element ZW so that XY and ZW are two
different factorizations of the same
element into irreducibles. The ring Q[x, y]/(x2 + 2y2 +...
-
linear factor. If the
values are nonzero, we can list the
possible factorizations for each. Now, 2 can only
factor as 1×2, 2×1, (−1)×(−2), or (−2)×(−1)...
