Welcome to the resource topic for
**2014/568**

**Title:**

New Classes of Public Key Cryptosystems over F_2^8 Constructed Based on Reed-Solomon Codes, K(XVII)SE(1)PKC and K(XVII)$\Sigma \Pi$PKC

**Authors:**
Masao KASAHARA

**Abstract:**

In this paper, we present new classes of public key cryptosystem over F_2^8 based on Reed-Solomon codes, referred to as K(XVII)SE(1)PKC and K(XVII)$\Sigma \Pi$PKC, a subclass of K(XVII)SE(1)PKC. We show that K(XVII)SE(1)PKC over F_2^8 can be secure against the various attacks. We also present K(XVII)$\Sigma \Pi$PKC over F_2^8, a subclass of K(XVII)SE(1)PKC. We show that any assertion of successfull attack on K(XVII)SE(1)PKC including K(XVII)$\Sigma \Pi$PKC whose parameters are properly chosen is a coding theoretical contradiction. We thus conclude that K(XVII)SE(1)PKC and K(XVII)$\Sigma \Pi$PKC would be secure against the various attacks including LLL attack. The schemes presented in this paper would yield brand-new techniques in the field of code-based PKC.

**ePrint:**
https://eprint.iacr.org/2014/568

See all topics related to this paper.

Feel free to post resources that are related to this paper below.

**Example resources include:**
implementations, explanation materials, talks, slides, links to previous discussions on other websites.

For more information, see the rules for Resource Topics .