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Primitive GF polynomials as per MATLAB 2021a
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Primitive poly in GF(2 ^ 1). Characterisitc 2. | |
1 + X | |
Primitive poly in GF(2 ^ 2). Characterisitc 2. | |
2 | |
1 + X + X | |
Primitive poly in GF(2 ^ 3). Characterisitc 2. | |
3 | |
1 + X + X | |
Primitive poly in GF(2 ^ 4). Characterisitc 2. | |
4 | |
1 + X + X | |
Primitive poly in GF(2 ^ 5). Characterisitc 2. | |
2 5 | |
1 + X + X | |
Primitive poly in GF(2 ^ 6). Characterisitc 2. | |
6 | |
1 + X + X | |
Primitive poly in GF(2 ^ 7). Characterisitc 2. | |
3 7 | |
1 + X + X | |
Primitive poly in GF(2 ^ 8). Characterisitc 2. | |
2 3 4 8 | |
1 + X + X + X + X | |
Primitive poly in GF(2 ^ 9). Characterisitc 2. | |
4 9 | |
1 + X + X | |
Primitive poly in GF(2 ^ 10). Characterisitc 2. | |
3 10 | |
1 + X + X | |
Primitive poly in GF(2 ^ 11). Characterisitc 2. | |
2 11 | |
1 + X + X | |
Primitive poly in GF(2 ^ 12). Characterisitc 2. | |
4 6 12 | |
1 + X + X + X + X | |
Primitive poly in GF(2 ^ 13). Characterisitc 2. | |
3 4 13 | |
1 + X + X + X + X | |
Primitive poly in GF(2 ^ 14). Characterisitc 2. | |
6 10 14 | |
1 + X + X + X + X | |
Primitive poly in GF(2 ^ 15). Characterisitc 2. | |
15 | |
1 + X + X | |
Primitive poly in GF(2 ^ 16). Characterisitc 2. | |
3 12 16 | |
1 + X + X + X + X | |
Primitive poly in GF(3 ^ 1). Characterisitc 3. | |
1 + X | |
Primitive poly in GF(3 ^ 2). Characterisitc 3. | |
2 | |
2 + X + X | |
Primitive poly in GF(3 ^ 3). Characterisitc 3. | |
3 | |
1 + 2 X + X | |
Primitive poly in GF(3 ^ 4). Characterisitc 3. | |
4 | |
2 + X + X | |
Primitive poly in GF(3 ^ 5). Characterisitc 3. | |
5 | |
1 + 2 X + X | |
Primitive poly in GF(3 ^ 6). Characterisitc 3. | |
6 | |
2 + X + X | |
Primitive poly in GF(3 ^ 7). Characterisitc 3. | |
2 7 | |
1 + 2 X + X | |
Primitive poly in GF(3 ^ 8). Characterisitc 3. | |
3 8 | |
2 + X + X | |
Primitive poly in GF(5 ^ 1). Characterisitc 5. | |
2 + X | |
Primitive poly in GF(5 ^ 2). Characterisitc 5. | |
2 | |
2 + X + X | |
Primitive poly in GF(5 ^ 3). Characterisitc 5. | |
3 | |
2 + 3 X + X | |
Primitive poly in GF(5 ^ 4). Characterisitc 5. | |
2 4 | |
2 + 2 X + X + X | |
Primitive poly in GF(5 ^ 5). Characterisitc 5. | |
5 | |
2 + 4 X + X | |
Primitive poly in GF(5 ^ 6). Characterisitc 5. | |
6 | |
2 + X + X | |
Primitive poly in GF(5 ^ 7). Characterisitc 5. | |
7 | |
2 + 3 X + X | |
Primitive poly in GF(5 ^ 8). Characterisitc 5. | |
2 8 | |
3 + 2 X + X + X | |
Primitive poly in GF(7 ^ 1). Characterisitc 7. | |
2 + X | |
Primitive poly in GF(7 ^ 2). Characterisitc 7. | |
2 | |
3 + X + X | |
Primitive poly in GF(7 ^ 3). Characterisitc 7. | |
3 | |
2 + 3 X + X | |
Primitive poly in GF(7 ^ 4). Characterisitc 7. | |
2 4 | |
5 + 3 X + X + X | |
Primitive poly in GF(7 ^ 5). Characterisitc 7. | |
5 | |
4 + X + X | |
Primitive poly in GF(7 ^ 6). Characterisitc 7. | |
2 6 | |
5 + X + 3 X + X | |
Primitive poly in GF(7 ^ 7). Characterisitc 7. | |
7 | |
2 + 6 X + X | |
Primitive poly in GF(7 ^ 8). Characterisitc 7.[Warning: You have requested a polynomial of degree 8 over GF(7). This polynomial is outside the range of values stored in GFPRIMDF. GFPRIMFD is being called to compute the primitive | |
polynomial.] | |
[> In gfprimdf (line 206) | |
In mhostetter_BCH_test>print_GF_primitive_poly (line 59) | |
In mhostetter_BCH_test (line 49) | |
In run (line 91)] | |
8 | |
3 + X + X |
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