yagmai
Newbie level 4
Hello guys,
how to solve this question?
For a cylic code, if an error pattern e(x) is detectable. show that its i cyclic shift e^(i) (x) is also detectable.
I was thinking this...
s(x) = r(x) mod g(x)
then look up the syndrome table, to find the error pattern.
What puzzled me is,
If let say I have a i cyclic shift r'(x), how do I know which s'(x) and what e'(x) I have. How do I actually show that i cyclic shift e^(i) (x) is also detectable. ?
Thanks a lot
how to solve this question?
For a cylic code, if an error pattern e(x) is detectable. show that its i cyclic shift e^(i) (x) is also detectable.
I was thinking this...
s(x) = r(x) mod g(x)
then look up the syndrome table, to find the error pattern.
What puzzled me is,
If let say I have a i cyclic shift r'(x), how do I know which s'(x) and what e'(x) I have. How do I actually show that i cyclic shift e^(i) (x) is also detectable. ?
Thanks a lot