I was able to create a compound chaotic system which is given satisfying results so far when used to generate substitution boxes. However, I want to improve the values of NL, SAC, BIC, DP and LP. I need recommendations on how to improve these values. What I am thinking is to use values generated by the proposed chaotic system as an input for elliptic curve. Problem is that I am not much familiar with ECC. Please help in this regard. Thank you!
P.S. I want to achieve results much better than AES S-box in all criteria.
Annas Malik Elliptic Curve Cryptography (ECC) is a key-based data encryption technology. For decryption and encryption of online traffic, ECC relies on pairs of public and private keys.
Annas Malik ,
How do you proposed the use of the chaotic system as an input for elliptic curve? Most ECC schemes use a hybrid encryption scheme where the document is encrypted symmetrically and then use the asymmetric keys for symmetric key encryption and exchange.
How would the chaotic system fit in the ECC scheme?
Regards
Hi
It is always better to mention the full forms such as Avalanche Effect, Bit Independence etc of the matrices instead of BIC, SAC etc so that it will be easier for people to understand and respond.
Please follow the link given below for SAC
https://www.researchgate.net/post/What_is_the_avalanche_effect_in_cryptography_How_can_we_measure_it
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