So… After some important exams of mine I am back with my new topic. Today I want to discuss about factorizing a polynomial. Now you people may be started to think what the hell I am saying !! 1,508 more words

## Tags » Factorization

#### Integers n for which n^2 - 1 is a product of 3 different primes

Find positive integers for which is a product of three different primes

For example,

**n = 14, 16, 20, 22, and 32**

Find other examples. 27 more words

#### Integers n for which n^2 + 1 is a product of 3 different primes

Find positive integers for which is a …

(1) … product of three different primes:

**n = 13, 17, 21, 23, and 27**

(2) … product of three different odd primes… 33 more words

#### Factorization

Playing around with prime numbers, I created this simple factorization program.

The interesting thing about prime factors is that they are unique. There can only be one way to multiply prime numbers to get where and (excluding the commutative property). 64 more words

#### Cholesky updates of A'A

Updating the Cholesky factorization of when one or more columns are added to or removed from matrix can be done very efficiently obviating the re-factorization from scratch. 303 more words

#### The Factorization of Functors + Update

(Huge thanks to Jon Beardsley for this wonderful discussion.)

Let be a posetal category, $[n]$ be a finite chain category, and be an abelian category. Then let there be a functor such that… 193 more words

#### JClock VII

This alternative clock is not really readable by human. It calculates the first 144ยน primes, assigns 60 of them to every possible second, 60 to every possible minute and 24 to every possible hour. 613 more words