2018, Vol. 3, Issue 2, Part A
On the property of properness in the extended triple-error-correcting BCH codes
Author(s): Anita Pruthi
Abstract: The undetected error probability
Pu (€)
for the primitive triple-error-correcting BCH codes of blocklength 2
m - 1 on a BSC with cross-over probability €
≤ 1/2 has been widely studied. In this correspondence, extended triple-error-correcting BCH codes of blocklength 2
m are studied and the results presented in are supported and strengthened but with a different approach i.e., it is proved that the extended triple-error-correcting BCH codes of blocklength 2
m don’t satisfy the properties of proper codes for even
m ≥ 6,
m integer.
DOI: 10.22271/maths.2018.v3.i2a.602Pages: 45-47 | Views: 635 | Downloads: 10Download Full Article: Click HereHow to cite this article:
Anita Pruthi.
On the property of properness in the extended triple-error-correcting BCH codes. Int J Stat Appl Math 2018;3(2):45-47. DOI:
10.22271/maths.2018.v3.i2a.602
