In finite field theory, a branch of mathematics, a primitive polynomial is the minimal polynomial of a primitive element of the finite field GF(pm). |
Primitive polynomial (field theory), a minimal polynomial of an extension of finite fields; Primitive polynomial (ring theory), a polynomial with coprime ... |
| Примитивный многочлен Теория чисел |  |
В теории чисел и теории полей примитивный многочлен над конечным полем — это минимальный многочлен примитивного элемента поля для положительного целого числа m. При этом m с необходимостью является степенью примитивного многочлена.
Примитивный... Википедия
A primitive polynomial is a polynomial that generates all elements of an extension field from a base field. Primitive polynomials are also irreducible ... |
The following is a list of primitive irreducible polynomials for generating elements of a binary extension field GF(2 m ) from a base finite field. |
31 июл. 2010 г. · I'm unsure of what a primitive polynomial ... If we consider a primitive element and its minimal polynomial, that polynomial is call primitive. Understanding Primitive Polynomials in GF(2)? Primitive polynomial of a Galois field - Math Stack Exchange Другие результаты с сайта math.stackexchange.com |
An irreducible polynomial having a primitive element as a zero is called a primitive polynomial. A primitive polynomial with coefficients from GF(p) having ... |
A primitive polynomial must have a non-zero constant term, for otherwise it will be divisible by x. Over the field of two elements, x+1 is a primitive ... |
An irreducible polynomial on GF(p), f(X), is said to be primitive if the smallest value of n for which it divides Xn-1 is n = pm-1. • In other words, although ... |
Primitive polynomials, specified as a positive integer or row vector. The returned output, pr , includes integers whose binary representation indicates the ... |
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