2021-05-13 19:04:18 +0100 received badge ● Student (source) 2021-05-13 15:03:49 +0100 edited question Quotient group Quotient group I want to check if a generator of Z^star_m has the same degree in Z^star_m / < p > (quotient gro 2021-05-13 14:09:10 +0100 edited question Quotient group Quotient group I want to check if a generator of Z^_m has the same degree in Z^_m / < p > (quotient group). Is 2021-05-13 14:08:58 +0100 edited question Quotient group Quotient group I want to check if a generator of Z^_m has the same degree in Z^_m / < p > (quotient group). Is 2021-05-13 14:08:38 +0100 edited question Quotient group Quotient group I want to check if a generator of $Z^_m$ has the same degree in $Z^_m /$ < p > (quotient group). 2021-05-13 13:55:35 +0100 edited question Quotient group Quotient group I want to check if a generator of $Z^_m$ has the same degree in $Z^_m /$ < p > (quotient gro 2021-05-13 13:54:58 +0100 asked a question Quotient group Quotient group I want to check if a generator of $Z^_m$ has the same degree in $Z^_m /$ < p > (quotient group). 2021-05-13 12:29:47 +0100 commented answer Factoring a cyclotomic polynomial mod p Thank you! That solved my problem. 2021-05-13 12:29:34 +0100 marked best answer Factoring a cyclotomic polynomial mod p How can I factor a cyclotomic polynomial into polynomials that are irreducible modulo p? 2021-05-13 12:29:34 +0100 received badge ● Scholar (source) 2021-05-13 12:05:37 +0100 commented answer Factoring a cyclotomic polynomial mod p Here n is the order right? 2021-05-13 10:18:22 +0100 asked a question Factoring a cyclotomic polynomial mod p Factoring a cyclotomic polynomial mod p How can I factor a cyclotomic polynomial into polynomials that are irreducible m 2021-03-01 10:44:44 +0100 commented question Inverse of a polynomial which has coefficients in GF(2**64) Sorry! I updated my question 2021-03-01 10:44:28 +0100 received badge ● Editor (source) 2021-03-01 10:44:28 +0100 edited question Inverse of a polynomial which has coefficients in GF(2**64) Inverse of a polynomial which has coefficients in GF(2**64) I am trying to find the inverse of this polynomial: (x^10+1) 2021-02-26 16:58:49 +0100 asked a question Inverse of a polynomial which has coefficients in GF(2**64) I am trying to find the inverse of this polynomial: (x^10+1)X^{2^{63}} + (x^5+1)x. The polynomial has coefficients in GF(2**64) with modulus x^64 + x^4 + x^3 + x + 1 I can't really use the following: sage: F. = GF(2)[] sage: S. = GF(2**64, modulus = b^64 + b^4 + b^3 +b+1) sage: 1/(x^10+1)*X +x xxxxxxxxxx  X is a variable which takes polynomial values in GF(2**64).