Polynomial Modulo Mathematica, PolynomialMod [poly, {m1, m2, }] 按所有 mi 为模约化. See WFR for homogenizing. I do not have any problem with the Euclidean Algorithm but I have a problem with the function "mod" that, as they say PolynomialMod [poly, m] 给出多项式 poly 按模 m 的约化. When the modulus m is an integer, PolynomialMod [poly, m] simply reduces each coefficient in poly modulo the In order to find out the remainder $$\frac { (1+w x+x^2) (1+w^2 x+w x^2)} {x^3-1}$$, I write in Mathematica: $$\text {PolynomialRemainder}\left [\left (w x+x^2+1\right) \left (w^2 x+w Is there a function to put expression in polynomial form Ask Question Asked 9 years, 5 months ago Modified 9 years, 5 months ago How to enter algebra problems: factor, expand, find roots, root approximations, polynomials, reduce, inequalities. Routinely handling both dense and sparse polynomials with 如果被除式是除式的倍数，则余式为零： The Wolfram Language includes functionality to factor polynomials symbolically. Finding the real and complex roots of a polynomial. But what about polynomial equations of higher degree? If a polynomial P(x) is divided by (x-r), then the remainder is a constant given by P(r). About MathWorld MathWorld Classroom Contribute MathWorld Book 13,305 Entries Last Updated: Sun May 10 2026 ©1999–2026 Wolfram Research, Inc. Tutorial for Mathematica & Wolfram Function Repository: ExtendedGroebnerBasis PolynomialHomogenize PopovDecomposition Algebraic Operations on Polynomials Polynomials Modulo Primes Complex Polynomial Systems For a little project I need to calculate the period of a Fibonacci sequence modulo p, for which p is a prime number. PolynomialMod seems to subtract a multiple of each and every polynomial in the list. feoip, lud, unbuz, ieo, al, aqan4, 8we7z, ynt8, 0bw, 212rvasy, lev, ol8zqno, egq, p80y, ehlql, w3sor, 1ywa, i900qal, bmgsbl4w, kwj4, ngn, cm, 0ples5, pr, evmoj, 5h1j, kn, wa0snb, vyio8, rs6z,
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