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Article #103Galois Field Problem
From: Clay Lin
Date: Sat, 07 Mar 1998 00:00
Date: Sat, 07 Mar 1998 00:00
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1097 bytes
Here is a table of polynomials:
x^7 + a^87x^6 + a^229x^5 + a^146x^4 + a^149x^3 + a^238x^2 +a^102x + a^21
.
.
.
in this table , a is the primitive element 2 under GF(2^8). Each polynomial
is the product of
the first degree polynomial: x-2^0, x-2^1, x-2^2, .... ; where n is the
degree of the polynomial.
what is the value of each a^n (n=1,2,3,4,....).
another problem is how to do the mutiplication and addition over GF(2^8) &
GF(256)
especially when the value is larger than 255.
I've been stuck on these problems since two weeks ago, somebody help me!!!
clay@mail.ts.com.tw
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X-Google-Language: ENGLISH,ASCII-7-bit X-Google-Thread: f7972,f2b689d6ad6233e7,start X-Google-Attributes: gidf7972,public From: "Clay Lin" <clay@mail.ts.com.tw> Subject: Galois Field Problem Date: 1998/03/07 Message-ID: <6dqe5t$ftl@netnews.hinet.net> X-Deja-AN: 331599720 X-MimeOLE: Produced By Microsoft MimeOLE V4.71.1712.3 Organization: DCI HiNet Newsgroups: can.schoolnet.math.sr