For all numbers greater than one, the prime type of this operation produces a unique result according to the fundamental theorem of arithmetic.
This operation can be performed using Hensel lifting in the Berlekamp–Zassenhaus algorithm. According to Fisher's theorem, a statistic is only sufficient if a PDF can have this operation performed on the PDF with the statistic. The householder transformation is the first step on a method to perform the QR type of this operation. A number is called wasteful if the result of this operation has more digits than the number. The general (*) number field sieve is the most efficient way to do this operation classically. The difficulty of doing this for large numbers is essential to the security of RSA. For all numbers greater than one, the prime type of this operation produces a unique result according to the fundamental theorem of arithmetic. For 10 points, name this operation that breaks a number down into several products.
This operation can be performed using Hensel lifting in the Berlekamp–Zassenhaus algorithm.
factorization [accept word forms like factorizing; accept matrix decomposition] &lt;JL, Math&gt;