Syndrome Now if the data read has 3 errors, such as r(x) = (100100100101011), the syndrome can be found from the followi
Posted: Tue Sep 07, 2021 7:17 am
- Syndrome Now If The Data Read Has 3 Errors Such As R X 100100100101011 The Syndrome Can Be Found From The Followi 1 (54 KiB) Viewed 95 times
- Syndrome Now If The Data Read Has 3 Errors Such As R X 100100100101011 The Syndrome Can Be Found From The Followi 2 (47.35 KiB) Viewed 95 times
- Syndrome Now If The Data Read Has 3 Errors Such As R X 100100100101011 The Syndrome Can Be Found From The Followi 3 (137.02 KiB) Viewed 95 times
S(x) = r(x) mod f(x) sz(x) = r(x) mod f(x) = r(x) mod f(x) Sz(x) = r(x) mod f(x) S4(x) = r(x) mod f(x) = r(x) mod f(x) S5(x) = r(x) mod f5(x) 56(x) = r(x) mod f.(x) = r(x) mod f3(x)
In selecting the minimal polynomials, we take advantage of the property of field elements whereby several powers of the generating element have the same minimal polynomial. When f(x) is a polynomial over GF(2), a is an element of GF(2"). Then we form a system of equations in a as follows: S(a) = r(a) mod f(a) = a + ( + a + 1 = a12 szl(?) = r(a) mod f((?) = r(a) mod f,(a?) = q* + a = sz(a) = r(a) mod f(a) = a + (n + a2 + 1 92 s.(a*) = r(a) mod f.(a) = r(a) mod f,(a") = a?? + a + q* + 1 € C3 Ss(as) = r(a) mod f(a) = 5 so(aa) = r(a) mod fo(aº) = r(a) mod f3(aº) = a18 + a?? + d + 1 aº