- into
their prime factors. In
abstract algebra,
objects that
behave in a
generalized way like
prime numbers include prime elements and
prime ideals. A natural...
-
product of
smaller factors, for
example 60 = 3 · 20 = 3 · (5 · 4).
Continuing this
process until every factor is
prime is
called prime factorization; the...
- has no
prime factors and is
neither prime nor composite. Many
properties of a
natural number n can be seen or
directly computed from the
prime factorization...
- (mod 4). Consequently, in the
prime factorization of a
Mersenne number ( ≥ M2 )
there must be at
least one
prime factor congruent to 3 (mod 4). A basic...
-
prime Probable prime –
Integers that
satisfy a
specific condition Pseudoprime –
Probable prime that is
composite Strong prime Table of
prime factors Wieferich...
- The
prime-
factor algorithm (PFA), also
called the Good–Thomas
algorithm (1958/1963), is a fast
Fourier transform (FFT)
algorithm that re-expresses the...
-
multiplicity of the
prime factor 2 is 2,
while the
multiplicity of each of the
prime factors 3 and 5 is 1. Thus, 60 has four
prime factors allowing for multiplicities...
- Shor's
algorithm is a
quantum algorithm for
finding the
prime factors of an integer. It was
developed in 1994 by the
American mathematician Peter Shor...
- used today. This is a list of Recorde's terms. By comparison, here is a
table of
prime factors: Surd
Mathematical dictionary, Chas Hutton, pg 224 v t e...
-
divisor is 1 is
called a
prime number. Equivalently, a
prime number is a
positive integer that has
exactly two
positive factors: 1 and itself. Any positive...