Construction of Error-Correction Code Application by Applying Finite Field and Hadamard Matrix Theory
Abstrak: In
the world of
digitals and electronics,
information could be
easily transferred via communication
channel. The transferred data
might be or not containing
error that rises
by variety of
causes. To avoid
this matter, error-correction code
is needed along
with its efficient
application.
Error-correction coding is
a concept to
add extra data
bits to makes
the transmission of data
or information more
robust to disturbances
present on the communication
channel. One of
them is the
Random Parity Code (RPC)
introduced by Hershey
and Tiemann (1996).
This article shows
the construction of error-correction code
application that is
made based on RPC concept with the help of finite field
and hadamard matrix theory. The application
is made using
Rapid Application Development (RAD)
method. The produced application
is in form
of computer software.
The software become more
efficient by applying
the divide and
conquer algorithm concept.
Author: Robinson Pongoha,
Benny Pinontoana, Winsy Wekua
Journal Code: jpfisikagg120005
