The mΘ structure introduce pure and applied mathemat- ics using the set FpZ = Fp ∪ {xpZ | e(x ≡ 0(mod(p)))}, p prime, to then present mathematical structures resulting from the sets originally introduced F. Ayissi Eteme . This work consists in defining on FpZ the notion of Ham- ming code according to mΘ set structure. We show a relation between mΘ protocol F5 and Hamming mΘ code. By using this relation, we get a new steganography based on the bit modalities of a code word.
The mΘ structure introduce pure and applied mathematics using the set FpZ = Fp ∪ {xpZ | e(x ≡ 0(mod(p)))}, p prime, to then present mathematical structures resulting from the sets originally introduced F. Ayissi Eteme [6]. This work consists in defining on FpZ the notion of Ham- ming code according to mΘ set structure. We show a relation between mΘ protocol F5 and Hamming mΘ code. By using this relation, we get a new steganography based on the bit modalities of a code word.