Also, I know how generalize my compression method to simultaneously compress three elliptic $\mathbb{F}{!q}$-points (resp. one \mathbb{F}{!q^3}$-point) such that at the decompression stage one requires to accomplish only 1 exponentiation in the field $\mathbb{F}_{!q}$ instead of 3.
Hi all,
My name is Dimitri Koshelev. I am a researcher from Moscow and Paris. My field of science is pairing-based cryptography.
Earlier I posted on the site ethresear.ch my new point compression method for elliptic curves of j-invariant 0. May be you are interested.
Also, I know how generalize my compression method to simultaneously compress three elliptic $\mathbb{F}{!q}$-points (resp. one \mathbb{F}{!q^3}$-point) such that at the decompression stage one requires to accomplish only 1 exponentiation in the field $\mathbb{F}_{!q}$ instead of 3.
In your opinion is it a usefull result or not?
Sincerely yours, Dimitri.