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Darsana P M
Darsana P M el 23 de Oct. de 2017
Comentada: Darsana P M el 24 de Oct. de 2017
How to find GF(2^m)
clc;
clear all;
close all;
x1='1100110011';
x2='1111001100';
y0='0000000000';
H ='1111011010'
yy= xor(y0-'0',x1-'0');
y1=gfmul(yy,H);
I got an error as this: Error using gfmul All inputs must be real integers.
Error in hash1 (line 11) y1=gfmul(yy,H);
What correction should i make?
  1 comentario
KSSV
KSSV el 23 de Oct. de 2017
Read the doc here: https://in.mathworks.com/help/comm/ref/gfmul.html gfmul accepts double i.e matrix as input. You are inputting a string and logical which is not correct.

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Respuesta aceptada

Guillaume
Guillaume el 23 de Oct. de 2017
It's not very clear what exactly you're intending to gfmul. If it's the two numbers that are represented by the binary pattern in yy and H (one being a vector of bits, the other a char array of bits), then maybe:
x1 = '1100110011';
x2 = '1111001100';
y0 = '0000000000';
H = '1111011010';
yy = xor(y0-'0',x1-'0');
y1 = gfmul(polyval(yy, 2), bin2dec(H));
polyval(b, 2) converts a vector of bits into the corresponding decimal value. bin2dec(s) converts a char array of bits into the corresponding decimal value. And as you already know, b = s - '0' (and s = char(b + '0')).
  4 comentarios
Guillaume
Guillaume el 24 de Oct. de 2017
xor is a logical operator and hence return logical arrays. Converting that to double should resolve your problem (I don't have the comms toolbox):
y1 = gfconv(double(yy), [1 1 1 1 0 1 1 0 1 0],2);
Note that the doc says that if p is 2, you can use the normal operations conv and .*.
Darsana P M
Darsana P M el 24 de Oct. de 2017
Yes now its correct. Thanks a lot.

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Más respuestas (1)

Walter Roberson
Walter Roberson el 23 de Oct. de 2017
y1 = gfmul(yy, bin2dec(H));
  2 comentarios
Darsana P M
Darsana P M el 23 de Oct. de 2017
Thanks. The above error mentioned s not there. But now the error is: Error using gfmul The inputs must have the same size and orientation.
Error in hash1 (line 11) y1 = gfmul(yy, bin2dec(H));
clc;
clear all;
close all;
x1='1100110011';
x2='1111001100';
y0='0000000000';
H ='1111011010'
yy= xor(y0-'0',x1-'0');
y1 = gfmul(yy, bin2dec(H));
Walter Roberson
Walter Roberson el 23 de Oct. de 2017
gfmul needs three inputs, the third of which describes the galois field.

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